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Effective URL: https://www.thirdpartythinktank.com/discussion/critical-vendor?utm_campaign=Third%20Party%20Thursday%20Newsletter&utm_medium=email&_...
Submission: On July 20 via api from IE — Scanned from DE
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iQczUdI2+VdjwTEHJCqPAw3SP857LYXtFLNEnlx17SUmUJQQNLj5V9kO8sp4GmAPJlXRDSwrTavFY6im3z8mKHQ4uSdCSEXbISFyuvHk762SsOcys1nvtMaf0/PxoGoQGKfX8sJPqrGFn68GcH16BH9TFD8K8JKL+4At28RZmyc4oY2aqxfjkRUJ68i4zY1m+bfpEn7g2flAnPmWTi3YuoMSkU5mZ3+d3JdkGfm1WC5pMOWx0aJuzYmVS9xgwKkMkEfhLZ2uqUaFn/zp3Gw0Ycn8R5UpsXfxqoR7phz6qT0k+k7BT8MgcfP4llp+Mq20Xas+kH+z0dR9eODT2RND9NGyLr9TRSKSF8/Ot35pYo4utg9KBB8SSKdlWIw0flqcTNzRG3/Cq9xNNAMJGIlg03HgnJyi6XtZGOVP8kMaHJ3gEQeY1KXHNqtJeU3t1S0bZv0dm5CZAnjLW3DF2N89lQ4kYYETTc5w9XRt+dYaXoUQ2ijfCovlPZjXEDDM+X/xKwF4R6DIqSCk+RiY+0/6zJFiGywe+2Jn84RVJ60IfqM07iyiMfelXx833KFRxa6CkJPpftfQ3LOLjNgizS0wQFOqsZjngWcNSMEwXej4e94kqWzWG+Zsmkqv2LNzUwkeruPlL8Zq/F0gzNvMPi2oNRCEXGcRK25jWmWpDIggXSyccXzUhYWgEW+IWvnNpA8G/IxFf2kYreUFa6UAXA1Fd/wyQAHBzb7glmna4tVfiIKenehKEqbGlhwzvHjd1DgIZSwLOKMAwX2q/TQlXe2+j/UTE4p+QOzv42du27XBPHNVbHFARWpM0oGjIX7GD1rd8vguJ4vMjd2MzXPNdQSksaVpWzZ+KyRs2D8y5Vq4+D6+HzlqFgC2EezDPFKIkgvAjhny+cy8KPvSzu1c1sy9Oqyry7KVqJ7TbSQ0EuChx0kYT0veujVyxGwOzUrm+YdyV8Jf6dKV8c/+UeYTiu8zpS/7HWpxd1888+U14ATzkP3m9EKCpGX9Wn4jSAEc6POXsOxH5ypaUSEhQWNue5wQfAfVrzBwOEU/BgnDbIjab8AD8VvDs9eiMt6Jb1AEgTOSjWQUx2KpKyk3usMCP/LtuGcXIykT3R/TE8jmCyDb5y752CLX1rGGG+Wvp0XxD8k7gEhTo9v3uE1W8TvTSc4j4pZsjlomac9KOmxTdDoarCVGcWlqT7vIP3M2eQJhyKEJCzj+uGVWVOp2B7pjjLYzsl5/wAtrU2osNvwkyQ+dZSwYQNVjbNyDlxk8ddPASJOXkdHyCfgGiOXkKQ/dIjmOY6oQ2xGA94P1X1VRvmQys0hEu6f/zhit2ZwSIKY8ocPQwQPTz4Ax5PSU3sWpXJiLvIKtf8f5cPDqV5aQlUIx40OvSiUTPwcjgPggCLLMfKrWZZkjGcHiBFKfBRELdBe80M6Q4mAaOOmRSy6drTmVsVIY56z553VMH9YPqDV9y5Gr5jVeAqgeOomHpclDADgVwz/VgrSkd1/r+r7lGPzHZP2xAvzlDHdrsig9pgwYsbe76jWpMXp/5FdHoVeS/DJZa05GHeYWMBIzBg6IOINLSUaqJyw1GaFJVLSQhdmNSnIhsEOZsQSOPWgEJZscRAeIbtmPSjNRUF8zHUqrOEUpTEiuUYLe8P0yu6NciJ61rpKfdnMG5Hw7qqgalYUs32SJj+8Ulqi+GNRUxHZDzLNkavdhOaVNZpJOZukzlFnnDPS3exg8ctSAJkDxkgJHfU7yhQhyJQEE4mFxaXjj9ugmgi9zzJ8sC2UbFAI89+JKw2Yw6M+LhiRHonCj7RXxxkMWujQxSNwgq1fJLE700scUEd+7V66mobjtbLITPhl8RVb0eKsgI4sbZUe0JwLW16JXGH1/8j5b6qYo6AyO/+/0rPznMMboUuwI622NbbJ/CR1iCr6y/eVOivPekzI2ev5UYd1pMPI2e8GR0btv47M92ihJbqUHr9oqYBlTbCKftu/EXXLqKaQrl9KKk3oQfP0s33xORnErSAn2hU7hCrmgpu+D95776ZDGTkOYtvF3r3UVRNxv1GEUFGsH+ElxWwZPuiF2tgn1zqKkxI+LTDNmTEqz13+qghsNKBl0gB8JyvBYBbYk24WSH7vHmU8LKlJTnjMGYFAs+VEr8xVJ8fnJ2O2QbDhIoV9WglHGIvNuK2EBcRv4GJRuUbvcNsBWNeXl1xrPSbFSTnmqhpk2UJ/D/zGMJiQ1oZQOJrgVK3Dupd4lQJV2GDQf6JjOlOYcvgkp8MvEqkLcypbxwKR1CZdrjcZwkZY80L2mVMbKZKjRxTU/P8fZgBdyGeld/gyJwVKxJR7oAZ5r3SDhZBlR37CZg973/mMtZ/v/s8I2vy0snuBX+YhUr1dcvymFA7CEyYP5kefn3/Vzjz1Oj8B1qAALrP4o+QZgDyBCuhO/fCISUjqFOmF4FPA5DtZDRWaX94Ie/ChuCWU/dnlqQ+0ykaOsTBb5qykogLDP3AZ/jFYMyUjV7W/0oQSTJttG2n7n5BhW/EFGpTYRRR10PpHk2pMypjaPi4qnsZYaVCL8SEDhNJ56UHz8jWNjxNsVYbw8ILI5XvcO2rGbiyFEguz+LwGxWjevmE3ha+zGckQDhD0g09ZGitNWA+71WLILxVnNIJIsKgCUCTdwjzAr3bHICOyLaVFzA3Mj22rqrru4iYpLSzawEHQZgJ3NtLiJ2GH3LNu59Zc1R+NhdeHvJcJUI40/It6MLXrAr13whQIE8bxxuBPrqhapiGLYUon9ZawQH/uajRr99oee3FNc8OMjawUBY46F+yB4lK8PnSBcDeBuoXljfqwa+nQ9FT4KQJlk6Km5VVS5P8uVRI9wnB5RgjoXkPdYzQU0RMTt4A8CtZFKdGm0TuzuWT2tbGxQmDPSnNSw0RMiOX9mWoBHet2WkYKKtxKibGCRVRfWKEVN8QPbtAv7l91vcKPByzLSBGSPBIWA19X50M85/Ad8wPorGAX44RRvT9HIQy6Kf8l82aSA878A17ayH7rHvHFd5jIoto3Kbu289DTtjhkLFJWS/hETJtiTAi+6LAsk1tcaked1NTzr3NOcdnwfX7umw0ocN2kUa1f5zelaRwsQ14hi+1w3hJkGufEySi2574e5NhXf5ItCdXkCc6oWJCNQoNeJCr4kllTChdwAJjAt7ABk/xWZEzOMbzJHFCM+ytJL9mWg16Af9ZkujFIhf5xk5iO0nH7dzVAVXWR4CXgnB9S0gayzc4Bq0nTwmqzPql+1zO0J6GOsrU4qL4aA1hX+B9mMblk+e0jE+gC6oj4yZsG2IqkBlNtTMYE0ovSWuzCH89x1hWE8Uh8RQh64uM+o8VOdeFj0n5b3UlK7h9vCqPxstTk13UFUXG0xwL38Qb7+V1q0/lUDnZeu+oKuX3+HuAv1QMQ+tGHK8hw4wk2R2GdN1EBvnmtaJJJt3V/SPyZmvqKWFkfu/zYDyCKVs1wxrPY/PhN1XSvi4TjD9yZ7tEqRx8uDLBFzXGkadQhHx5+GIvrjR76QuJ9M/LPAo9ehgE/+js8ZSZXO8Vpq7VJ+Lw1AH/hSW0FlYrimqN9WR55kZV+HUH1eIOp6RnAnFNuieWFH1rQYhy5QE7lKUK2v/BzWa9G5bBrMQSBt++Mhji6Rmb/BWu3QalmjZdQr9DQF7ZYAa1Z4iHrSaoAdSHa+ziIfrkTiq/irUIjKNnseGbImzPJaex45x2eNmOK/dfj1XRDuHjpQxe9a/4cQwbFsN7AlKe51qXPTa+hKbZulw0Xj+I1xBIeQOXpu45t4NZ9hUrno3bG/TNQddiQ1JIAzUkf77/J2MaHegD2qu6G03oJ13XvsmSca9CftlxVjbPgpT9WGUMj53jgx4bLH3Fjfc05n9c8UppASl4zVjykoIcVn/PrdJqhuHEyRRKgwridLBzXhWcKHvuwAAwVcThQdPptRks1mrsF/Cw8o2+lB4eJ7D+lIQdu0WiBAidt2jK9KFjWP8FSprqfkGQFlWe85uzevAMbIdn8GoKBBOMmbUniBZxwX0K1plAbBlS3QfuuRt/U9DtQq/aLTKjWIg8F62biYWNjT/9YbGBZ/Ol6Bybz8Y/eL5t+/4qRVUmnCGHRK3oevmwqDFEClrWUuS738+rrPkOmP29dOuCktU3BdD+e8GV2Q5G46FiRNn8NHOQsxiC9cYyvT+/XlzL3qxsO4Lb4hdCLPefz6mtnnMhDeO2eiHM3F7Fb+1vOiaWip9imHV6+dbTRRu8NXLb4AK3u9/57Q+RqQDGk9QqCUu7ePzg35lbxmdHcol0AtAmoBkGV8rnexkbP/H+W5ht9iS3exDedzv+073Z3tHBhNGhx7Ew/Xo4GFztzVjYs+vUbW8g7x1kZyeAaRbVPi11s4pd/owuJ1Xd+gdZ7sozEcmrpdcJzPfleOXdzgi4JnaUnphMI8wXYueQTfHCC3lVe8Nkz/sKyXPEwf/RBmYs0mmN/GTZHDrkh9DMV1JNo6OgHrJRI0/QNd5EoRh0dXEuUk7To300MDunS0rLo7TslPbwHZOBadF2ypaRTJYq5lCbj83pQ/LVzv4wouxCKUlrL8/P0LryK+t6DrEIl2gB62UAamTVaCBraXGodqlFvrOL2q1XTgcbg1WOvMQVB8U0ByimJ+JTjUtLmVXC0JHxr+G/3RH0lSdBK9+E2HlzgkPGEqdPkYk2bD7VqPPjNpkmNwr+26+W0EyWNNm+RTUYyvfixQCxlcOwF3hvqI/JDUH4x9Ylv3WzmRjwjB2cdHF+t0LEKmm1YnUHocw+NBzX0eE3/fUjKC2EpA3XphpnmGpthQPwLHJRrHxvoYdoigvWoWxun9K/FPkZ8hFgmtL2DmQURRkhJCLAhxWa/staqQ3PUchCDg6A5hyn264p9TwwNFY1JneN8O9C4E2AE6Aq88XKORi0UmIwT8RL2mOeNI+Z5cMjWvifbgpb/snW3wa+n25pYk3JpcBjRq7azqrdid2+yn5DXm86yeZ/OpZnLoQpfBens4Eo9XBfW/ZBRlTJ9rUX6lyqTOGUKLxVCv04CWuqmT808Sp1AVrSyYwamaL6xrW/8rckA2Sca/nt36xi/KtOD4Vr0hfZOgSM+2xqieKmJDlfVgzYN1cg5s8iLVdNqzPbRAoxXBW7prPL6wx0F4GU2IzlNvj2SU/get5cCbKvDO9ChSKr0FxWv+P9zuV11V9sPi1Fhj9+uFqnWPnrMp5K1YIjp0OQUFZr6Pi4HUtn650HzX7v/ndGvRGb7HTw971eokzU5Nsegq1nSnu6w7eBwLbqwPW3DtFIC3XRvXO4rIs1ReKlBiCy4SSk7yZ8vHvPWJgkK5QhGdvNydUx2bKfAPRlEzyad8BTv+3whKpTOvxyi5k6DpZMykFzGF7pEf9XRmF1AHCsymma9yARYSpUoB16NbOb6jkFM2Gd4AzYXTB2EpcxHKugGSc5mdQ+7IoS+vblgwVqKkX+P/TBuONsWWHHP4omly1aNUZnaIHhQFjlWGHnbf+uQJfFX9XpEgHhrDdc7bD5csZHttboW+rPVjR5ipi3oROuWILsRY3QTTBZlHNYxi6uUx7+dbu6dpq2kjyYdx+n9VSS5W7iBNxqGK3p0BRdm/hKeAAi4ZU8+zhPgc6AkcnB5aRP20bBJIhgA0KLDO6JtBT1MH2TEvBrmBF69OcbhaKAVjpEz1CvAshVsr6VHSjsnFDWj2SkSRzvFf4e47rOIALM9SPnkSlfcnQ7TXJR5Xantc8IS4eLRggzS7i2A2yYSCJeSEAHnCPbRFDm8la/JnkuJWv5R2MyiI6jYXqs2AK5PeEAjozwIaH7sbZWWHoAMy9Ko4M0GVlywz4T3ovbyGHLKnNNB8duq5vGEatPJ0/0QOb1gQFwpDPCqt+K36L2o2ggsuLLRX5TlH3mjm6ULis+NyydYWg8iFOhUrqOYSDjkSIdHKG98THQz73MPAiPavWpKVILTWFRx36zexN4qPxnF4hKV78wMh36wRin56SSw3XN/hmigx84dWgIbxbj9/wzv3teeFytUyfihOxrYRl1g584AV1twCCxCLbcHw4lijWCvKI80QVN8BqMzx2rstfi5ScuOjUyuHfrqeN9cdtHZunXYSBodhDIq533bTBuI049XL3d2oagYYkAbCaqINA6/2QlPkmfdCKZ9LJLReBxOjyK0K/Pjsp0tIOAiEUyidduwsfNg5ME7MXUGKOA5O+ZfZ/b9iZJBuGGpKqzwMD5Gf7XoP7qyEgCWFKrG+ydQpqxMaYi12rnHn9YMKLUbvvFDUzfIrgkLXo15L4fuCSQsFmrADGND3Y12m5AW0NnWljASrSLpOD5s8JDTM1GV+Z52hy8/Tjjoay73zle7AJZa2Oe6LENjj8oWWSvwoDckIZEIa+1fRWCvC/yT0LbjLJmyXtqUcXwcFfeoO7URfDs9GKjZTCup6M7OHsNTKOi8EfDgtCEDRcpzoW7VpSmGFhTVvIca0CUK38qZg5vwYOtid1oa0popwFINndCxXebJLuTl02dOKQjSU+wIjc4a4EyIBDpw4LsEh/WQPg7iA4dRKI4gj6e76wwmolFyURh6wWWdgceg16ajzYXOeaIE8D8yVAAPm0gvm615hpEsJEvQsiTRgNUqiRKFQc0CLChdEBgf+hMydxU1m2kcQF8Pwqw4Ielu8r4VwpXWKSly3moqaq6NgPgkWenxN8vhj9MtCh1fIMvKOi0wNwga7KwA8sWnpBmjLZH55X5z7hmFLNfmSPmtgROFKwJE7v9IhflTNGWDqn31iSgXj8BXpFG9WWGFjfBVF2w84OGPssAOJHUJHkmym9yjwXwf/iobGptn79xobXBhDbDcCs6+AB0epweVztCZ/0T1lXDeGgKP27pGGi6pCKNMbieumDUA0qBFpStu0bGMvSpsYwZIXFljtB9MDmAEQflyp/1cHC/0FAzELtMhnjhKLy8CZMbJV+nPTepllIcYSQcVxzn4hKaA8bLiEIHCv+51oFFDc8b1G0B20PxY1evedpRn6Juc+kltnwq5PsjFPb22bYyDa6iz925GzKeip4e3HD9DPsMR8AYResjaIOyw2c9DP9YWNtFv0xrQg8zFt0eQHhItAxEB5pb5W+H16H9RDQF3tBbCi6GW4VvCJ4x3yDAF/Xag5Hn57NeUSwH3HdutqWS8pjC4fs4tfJ8dcqP8FQCo33+ykB0QK200+RCfJhfyRLr1GfW9UGgfnMuiKAiTvRKt/GPzkucC1/qDRVEIsvnIL9Qc3PVraDNgbrbtHSxE8a5+hw1dEzVsp/2m+e3gqcwCCo44Op/BtYwBd3BDsFa0awI7EjzxUkGlI5yWWN3JYeMUUwT6z1AuIDuQaKyGcQnyvbVE1NwrgaFNBz/KrOyv6blmDjAq2E431kjPDtOF6a9YH7Ftw9nHze95pZxnipeprMnVwWO/Kjq4yQlo1F4vPuZK2s+ERU+gnzcr2g8H078ZGfK/I8hcObIebzZUpqMpIwFGbjkkL4034HQm+i0CgdlmK+M9mQ6SehjNef2g7PtmzBlauvfBdmd6yd/VTUs9LnxeVvNqZSBhTUQJDy/BsoDAU+LULEpeSipNNO/BxXOgsg4tjgoyaLWEWLDztH/yW6EOLhswgJ6nh3JhQogjoXsxLKhMOqF+zCKOx1yBBEb5TvULemoxiAOW4K6orEj4A5+GKFKmuuEmZP3SGWi3qIIHX16heJslEYcSKpfVQ6g81nUhuYob6Y7Pod9axb4FEhbEQ2aW8tNFKyhcnyRD7FNc/DMOgJ/VICCt8SBh05vkDkS5X1m8xIGW4bcMSvjFNu6UFTVvsjwibBQ5ImtvTvT0FVxl5VQ8U0xe3fqkmEbIO3SLPBGPqHalevxD74/qwlmsDMmUbMqHU1GlCB/jpi3Puon0H/S9loGqJEn5EF1LVskp82hQ8oxUAUFjgej166RwvbFTN4li5N/rWl+t2s6xrGV4IRTkBdML6RP71XNfd8CTrmmniLmIrd4Df4LJ7i6/eYBaebSqAgbEAujCMBz5tTZTyjrRSmMd38m04U3Nrz8PiXgBVcZkMGuVuKBJyEb168Xt8oJSHL+927GRKGuw13Hgi85GBywQg9T9ytploaNO+QKWTm3uchB0OqjOTTClepsBRAxig6JCBiKKB2DnrxqGCpfsfqMdUB0IvtqWBujbUGbxYKOp07hkDPVi88vUoo1hCw4F7pS414vmH9ug9zQU/HjOJJ1QuSZEm9Mah5H2GPq8+AFDCebK7uiqWuF3M6O4iygyjr2Wf2fK4veZwROtg5ypSbKcurCFjl2BsR6ZiEBJ9YcL7KOvlkXGE+JdZDThZtyxrt5esTDvHFe2PJzLXur3AACnAZVxHadhDe0uZCtgHhhTUH5VSqgaz0jgAMSXTdIzgyRxU2BtsvIkiO6ktzkwRMpiJDwAd19WuvepRVqGMaF+uW3oAx1Sq0KQfwJybiTTdsID4O4B56+z4R67NVNuHEhwkhomSkNcb7RfmBfoKMDcoEX11/Z4PX13BHpcO7zEvyP8SAmg0xaEfvjcK9MsJ5dO+1CXNPpZZrm8kEymN9q3Cp7U1QzmriDL37PZh5mZ8xyBFcGG1v1JXnKtWtIc8J2Z/C3exEQOdJ9ldOzOKsfeWe8KGTxWnd9mxfMV2gpacf+6qw8gNC0DQL2YFYYdZBuSVum3xm/imBiO36GNx844f70EB1Uw7CmClak3GBjqmMQ37AChlzooaadYO75Jt033PmL9ABUX4PB7D/aQ+4Twv+2RYPA9SR2oq9hnbgYvOhOmb7hz8+PzZjlXs1L9lFRVcToIKCg3+ecaMv47xeqZh6L1FDV30nQmBwjrVmGE3EKeWFkGbUM0yxEM57qB59vRoCvRcrH4L4SqBGQO6bjafYCd/pO2CZgQuijCyNCxYfuDVpMNOlKsRPuxZlKIr/lpy6J8llRSKXtxa+ao2Dl7i5PhwuhDOvaQPU2vcur8B8z6TPdULw688heVfwI7B3LCrlUei2LlVSaZ7LivCwhXu7OKrHt/u2Y5MjPS9ojYpYlHk0SmNcJd9OnU+FNN7pvfCh1N3fSkDm3dl3qV7sq2d4j13YsYFaHl8zvSB6wsDqpYzJLIn2HU97g69c9zZTokf5pcBpUpR9apc6xyqko4go9OYyJldhXug2po1ngDvHvwqLhQg403B/5SbQ7pCVgD3XNvt35PTUsZzpjYFNP4HQFuy8tSsBkPJDk8T8SYkSh4Ta9Mr9jWUGVRPl8PNIrNZywM/qXpkdHIujYXzN3L+wSuUU/jgzO48rDmuZLo+z1kYdTrq5PmVtBrO072fABe9gc2eSgII+CNEJla578eHpfN/wj2Yx06F3O7mgkAdncw1wucZePiE+q4iZBP4CkSYd8tX7KuL015mgFkfXAzb8/G9VS6t/Kzxvk9/R8kknorM7fUm31k7pXUM+aGdiYBI2eMlwIpNnOWWbmCp85hSvx/IyB/U0W9Q3xVZI5D4J5kfu5Hnx0mXNGQPd/Js3VK3GxWYXqxrJ89C48KjbV0pymOCbfXDa67iuBaMYsvn29lAS5ZH8wURTuLwGeGDN8VZ+qUpbg4A1KdHQLJUOniMW5LnnJ4My20jtznCEvY73EXZK7idc0zY1zCYcK9L/Od9ILJT/XY9UIi3+kVdR1jdKder/Cp8AR8SFFXKLs3PrESzBThfL0v00fM/Ayhj9dkT7W5lk6eBsFq3l5e2+ygZ/3yVmXGgvWnn2qXzCBuDxgVkQbYEtQvSApnmLpiwnNzjV1/kJd8dnTE0z24WKyqL52r6QvKBApkAZuorPruOlY52Crqv1jQBra2LrsAM4Ijgg1xSH7DI/nF7kJmLcdouBE6Rm+il39mVecMus3yQpl8XMyEfkJFcvQzbZRfkyxzhF+l4x+4PllFJbMT00SLkdEcthXBDmxp2R7XOS7OW/eX+v6JagKobc0pYin8tZszP+1ZY8NzJm5L0C1i6cDRd0rHPSva4PIs4QzGKJinVIwk+arUnZbIT98SSGigMoqIsoRzcUOXk+E1v3/8MLKKTdFhdBENLcJpM3a7v+/rrafwMqHmlqMEssyA3QmMdEtS+4axMGU65LYZe6SrJjv030v6baVOJrC/p/9QXHxNL5iWUzIktAvUQVccczDLMBvIAJo4gt/nakHurYxxtaZ5amxG5I7vsOUhNaXPzsmR65XdJ0xXQUsMRJv5n0najXWqYqNFsjjxCXjW9y5zvIEaenNWeDAopydUnp1p/LmbVnANEHqA8tnHJAxxvbJJcgrWv9uQ6Jpic6Z53Xjf3FOyNhc38cvXS/fc/HkC4X//J/KfF2F2D9iHx8jYnKiCRGeAbCBryOKnyT4APQCW4Hne2sI5WjsJ0LJsMfhZ3FzzFJVv8xhmpXQounofbGnJM7YP12WKRqVxAKw/fVfGqoIDe1pxA1me74WktYAG4cNvZSk7LMk9CQ2YMbG3H4ripZXBJCNDBD95a7mbGz56TNIRJmYeycyhV/FSTfX6Px9NMqJ9S56k05+xBzC6L3qrgXmSkjuYTwYFVWPqZpF15Pc4ZgxEFxKoQKDx9rr3j7J6+BnYmnf+vGEgmxrmZY9RWagwXWA2xKJoWG0QWxpC/utqzyQCBOYFpxVIhZKU//thU2q5v4RDz7zNbOo5Ws4aHowdkuVGhS8VW8Yr09JDf4Q+3b6r7Z/Hc8yr9xGFH+NaBQ7D3XDycNIyDjZ2SPQfbpyhLFG5A5K6QlvyZSl0rfnFLFpFXRPx5KWtHlCaXiLXixH+mc/kd0z5eg12ZrcxVXveYg/t+no4D1UqKep5wa7QJUrmsSGk95nAWW/dS4hCJDhPGeZGe81UnOfvd71cBfHnzW5FQ2e7DhBeJtaw6V4dwtzN9aITr85ylEtc409D8OFGBPj+WL7WCtLYDe1LA/YOtHbZYsER4riX89jK5lzjoywxQF2/zq1ZgAsUH6NcCoLhj3uYH+/Zy2fMt4ZycW77L247Q1WFTRHaHosC19aSxyTMpbGZgNampzpbOfUWqCSz/sb7Ic+npRADX6ud2+j4dGLJtFbhuPh1wqgLt9Fib2Zg0evnPgzf1OGzm17SZwTE3seNYD94PO847ywgxxAqzndwS3t4gJd2WhwaXY5bJEdpWQUdXYhJ4K8cpqNh504Q+OiUCQ+q/I6PwaS/WYzmTafHwk04MOdRaQjHyeGhwbj1RuqYAO2Jzzm0219SJPvElyQKwbEGMZ667Zvh43pFFMeCnnWQsffKQGrbYBIs8m5YlO5GT4U0cNNsV4xnkxiDNvL3bpHZaZeSsN5P5Dc1B6EvhW/tdIxHpH8OKDxzEjbbutwIL3ndtiLVZoZqjEQlEWAqGHViFhQnrNOXz4vvCXC4e4zFMgERT4AWwF4KksBGHLH0FO9seUKmt5mUo257AL6h/L/kIEr+uktRNcMeLw8szQEBpYwOLQwNqihxE2BMalnDWWCSDH3m8W4UQ0NgrBCjXEpAoLQj1uDLyG0CcUAxb0MYxmm8XfJ08sdAQWxmyteBZvEERHKpxnFC+m/KF59a7PQ+MnSYdPKuJrYJPANl/XcRqkQcWQh7MvH78dGh84+adT08Y7cjTb8EAePKiA4dqQaEf6sycVM+XlJ7YX3k3suNYt/qDLlZX4RfEp1XBB8KPXu1qKcCsty//IIgZK56ahontxveMJINUwuLL4ipuYNtWQ4bAXw+4CQvub/832IKCoEch/tuAnnkcKmkA1iZJK2WPeta23vCdGhKAPJvQHHU2RqVZGfEbMNa/N+XKeBrxpEl6Cgdos9IMitVW8LSXOMQ2ENxbUL5OZ+I2//vt9NouiY1p0eCj3A4Y4sfs1zVvyHiTPQYqVjY/owphJVBoX5q53e7oDdGptqG7SQoL/7U5BxFqy9Lk/JAUoBmdkgESTWSrLEMDSceQHz/9sLJWXr9vY4X9haO4eL/MgD8lT1DQknmWIlX9Vle/Zc5rf0A1cvvY/PNgqQNKP+ZYG/94Y5X2MkaCs/i+wj/gPIE0nthcRF//aILJH2XYuWn6JHs5yGqockIIGZU5Oi/P/tR8YW/c+MUhADYp3jyz5t72BRCAksPBLyTxucv+HL82bcAx/sD6JzqEsGlYDG8ckO5Zw2fC2p38ZifIUcPLz4yQB9dSU2nH3O+sHyK7n7ExCcONtowpEyaWXC4dFyrbZelKIJHi1fyNgu1Zmyh6+C6mL8Cy/Z5g65IrjDTx26hLjQnyhU2g/fr1lJBKm/VSiXBJRlfhxfILd93roUgUW9aBtw4V37JgYhjFOt8fGrEgPrZVuiqctQ1FaEDL69dkf4xnGOlHGSURcA4C2o1kiVanPs3/Z2Ifo2E8jGyRyCJIxKjFfLvIzMDeDnpAVMojomxJuJjbFjWYlhQYgYO12U69X949R+Re0tKb11c7CK9pviUNrllLYlmxEI91tk/EEh4nphT26s/M+rgkoUJnYNRyS3tg/hKHS4gfCShz5K1EgRKo1KXxtvCMdmRByb/fouFqbdoILfxfsnWr4ji2yJ1sC9EuTgepjRUMJ8hBwE+Bdep1uGQT/EvebhbXs0LoSKJUxz/mza5mS6k9M8CWvZYntBN5iagKmOh5fPPn9uFumKCtFcTkdCsol4hgzjTPI9guai9e/Am8eCG8QvxR6KvMIVK22KMc736r91cdJBMM/wq7JIUzFk8CbSVsAsHIEjdsYx4h+K9lrIJQREP6vw3IlU/uDGqmv2vyx4fRQaxRj/B83DIa5isjc/hkyJULMosltm7gxF8jVceCLT2aZHZnu90yVwrT23fHArVdoaGI+G16NzlZM+/z1rx9b6Q+gtd22NHyVEsjaw0/15g8YSQtrpPi6IvbNF09ZDFEpjZoMTIuSn58KyIO/NpBtwVtuzhS7u+sTA1fmaON2JuH3L3D2EeT5MZzbk3T9B70ZRwRC6z1rmI5C50bAUl1+4mQ/4O2kohtOnM3TR9Vivov/JFFbGbePQxrXvouyL7JhIb4IEFHE1x0XNLdFZoedIbnxcGl6cWdnIWNZ2L1gjCN9qeOnh4NGT2Ex2PLC/l+teyi2HHIwLChAJmJ1KHOZXZ4B5fHsjAE87SIbD0rw0LaZfLUyHAvkDntFbC6PK1W2wFVC2Ht/CpRkanrP+QUaKdR/ePNTS2HqUjeHiv3+H/j6FaXS/P1aR/9vLuD13x6YxW5wM7edGckNao/Z/21dIhwt9PC29CSRlp8MZ4iFEZYPAAoJ+OS/3kW9GzBLHxcN6yW/bWWKXoEikv+NhdDCFEIcYEomZxzo67qek7WboXCEHh/aq30QPBtQNyq6/Kki2z9k7c1Q2VLklwVnhgYDQDjUW7/V6eKXKB2B6qMkOnTUsyJzyGvp9vQCWJa+lOAvTFTY07nW0kkkYc8SzThgo0cudy8p/wE5vv3WWPx4N1jZsGpL6bStIirM0Ap0M2FCNsmCKzGI90QB7IJ0I5s42ONmqi5Gk6Kw/zcgAgnystKeLrRPsINhvQMs366fGS7kryO1GV2TMWu0d7e00fnVctimMJkWF1AT5M6pCgfaHgAPQd75GeNo7pK1QFryearajsd/7/KgOTRbm9huBYwtuKDsmsfsnd+RF4OUXY3fXenPr1mCNcrewJS6kx4lW3LVgHoGQXeLzRgze3nORDZNjzvYUAc2udJrnRTVM5Ic5PIGM9/oUK4HKJIA+POnCStAhDery0l8/iJkcV/Ljg2p7ywv4w2MtPEyAiKxi3GJ2tyP/guTwgEs+Byqor8E2dR4FqMN0yc+qygZDkgvnjBgV1O1KzkhW2AQ5LAMnFh//gvZljI+LV58tiO4JMsuzlFRa6V+CO7rbuCuSdaioDJg8e5K7AO4Ho33KB2QANhB52rEAvG5Us/uVJDyNK/eQi6R+vbPRrwV3fMW1vKn4HOhxp0RnES0691oIIKiMO04KR0xWoJijFIt6IT6hqRqUBwcECCxq4xyykauVHZjBIQ7dBs692mbjqglUDc/aCGIlhDBGKb6l84q+yZDjdjQYL8rJuSQAsvPSgJ32GLPxhxVGKNhEt0FZhsfi1cwx0Uu3hrn9grYoO+1CQIDD0xM+WS8uSKvQCIONhnu8jq3UTSQqJL7sEtUM34OSa8xHfulGSNBaFKA0jwu6EzgZ0jLpvomaQNPkE6r0X1URr6F45i0T/Weucqj4ZVfVhTAiUXD2Zt1zLy2p/xOUhgDopNil8O8f5JC7qjP2UB1A7/Ga3zUjT07mgQZNkTQ92ZmWiEu8UtNIS0UtaqmRWMUWydIc+d4U43TZYFpoRkhKmr6hi/ri0EkI+f3Mo7Yb5s4/a2GA2/6yy7gHLwFLnmSdrjBXs1wieSdXDWExbZMJuxgH3W3eqymfRvia+KqRbvp1nrObZ8+/EFJQSZxDHBGo3Jvndg9mHyMKTtHlqRwuMctMcv2xYGzIp/NjwHegIjOIVigLDM3eWF/Lt+ZvggjY+VFqiljP6JNgMZos+BU5w65pvHPS0/qvnZBUG+HfBsqtdbKWXh98z7FG3g1E1yhitQN77cEvGPRC3D657a9KoVpe9UMaQ3f28w7gLTsdk1G2t1YOTfhM+3UQICf4jkcB8Iv2UktLgUP17n7qC7bA62uBpqV+xI3sYXBRvnl5RPBrvYCnFtvVaCl1YTAjJCXo9DBb/NiHKWa2leJamJLj8DtJYo+xiw1R645dBKZU+8aD4T3AYRaqiWCIsqyJlqwhf06NGvSD+ri5yse8aRGWRUX0mCwM1oCjRdudldjnQldx8kIbER9o5JtmvzlRCcgLNxhR45CgnknEz8s3DXHafyNpnYfej0MGmDFz3yJAv9cEwMkrGEg+IN9QXPJtv9UN5D4iu+Pnoe6Mlbq6r2W3W9SHBW/5v6d0S97ShmQSIwrFggiYoK9TApSGeeqgzb6Az7OXY25/W/owHX83HyPvLK6KHoit27D49wyrUwA4JmGvKiSwmlpe1hTtg3LwA2t7hoKBqR/XE5rrVNo1dluaqBTjz1pb5hYiY83KgIGHflYJlVnPnTiSHievg9Qefzcj0BcBjMvH5SEkwwV3rMaZTDJG68XH6azSDJP65td7J3eh5Bp4XRq/KSrKGVslRLNQNGt+un6FVY+dX7n1Ke4oREVpHMo5kADuulRuL+GRQUll2qWoB6+vazo6UPmjUKnzCxsd3svuiIJtRdp6Qyin7H3AukDdIdSNu8H3SWhJfRsebO35f79CqV6yFDcNIjhzq/GWdcG7chw5s82OUu5NPQDpRr0T/I+sq+JB4PimGq0ugHLRiJkDtDPSrurmLT7igUDNSqUp8RGTfjP4is37ZztbKrd7XsPv2BMbYPLMjMoEBgx0nFCb5ZVY6nBfvFlP5Lq18mQbUkkgZa0FA2fnJHUBnDTLfCsgNoINZMItnZ+UwhASwAzsiTFEo0B/1LJ62KuG8B5YUYrwKBi/XakdMz+qOl6CMe2AzJ5qhNI/NoNEvzkmtb/SYemQA4MPe5ekx5DIS5KZWAtS2QHSAIBNOfCjjuS8G3lGmYKkEARSHhHDc1RjTSOE9izK6jlz4iYfcprSuy3cuijxL+EJ59NinHQhedRbdtTjVkU7wG9S1bCKycX18yZRkrdkx42uCdsgyKoJ80T+9JSW0jOq7sss8bfQ9lp7Ovv63nZOuQw0ATdfQM3MZvgU4MtDDZJ+sUlIOC785R4jxkxk1Fg+tkZmV1JgD5fpN4jmBj/ptlLf0wGHDckPLT4xKsqfP/xUq3wnZKSHkg+/YrLVfIt4EwksXghiU1buaGMWkJq713ZoN+MARjYezwV8u7IEf5BzJObQOfPow7qTLtnL3QmJ3V5VCtNs/bjTA7GG2QnSDKLGwTTGB2301tVAzLuzHEgdFFPkWDvL2suDm64qaOvpR7JxE3LlOdvCNNJKQNKHdJaMzW4hVMXHKGtAdEsUWlZ+BGqkxPA4oykS/zc2unzc811iYINKX6JBCvFW9qfwek3dkBBkCDqvo9dWCrrCVErL1GbLFFDPt2uf8x1MGsQUoMxuedwZM6fBydxSNvHpCjfJZDfqLF8KDN4XqNf+5JvhiHkpGrplP9/pjdtorZLsErlOYgL0wDqTCkdaXB9JKAl9ZtvNzqKTGf1ZqIhFqbXcmogrC3Lg6bjzdeG+lVA/RqqJtiQhzvkrYcou3OPEPAOH9CcJnN2LKIoSfpX/UGwmLtoXxpIv3HdzUzhormE2WXc1LG5cgrhQ9cyk9npfg6J5p1UcZ6ZL8KfuGBCkBDfKLqL85PjuI+YNgpFp1xWh4f+ZdHva7luCeWY4fmUz6fLBny0iKrcM2fBKjB1IhtNA2iDbOIkXWRZp4/d07efmSszd8kAjYHEahsTkwDFTdPC9A2HRv+XhZFG48Wn5ysVsCCIAbnMV5teEuovRKe8pv9e7vy4zQmSOTR01OwjCNF9WeCyvg/aZYK8PIE9NHZ+GjnbfLYJHa9KLGnVlpdUcOGPqipuvLd2YpEHifR2xGR6ldfuACQr/4DnNzPRYFMF1PVnTQyBuJqbL/miR7SGil2vjk6W1GpmJxUOWw8dMlv2ZLT1p9NSxJuph5AUo9abpG2UWq6RW4yZkZpt3bg39QNjDQts60zUYzDd5DNzCvVS5oQat01E987olaT6/9+DlytsMrn0e7a26l/UpvRWpZ6QlzsTfU8tEgR10rrXZwcpnVqDdLVr3ShlLw5/SRj6VD43tx8ZBqht4JU0zvM6+PEXd1AlFj3JwaBzTpPPwuVOQ35uY4UTkmFdR25w2OOFXkZginQn0QpDpck7DZUEtmekxMtV1wtiD+9cdfIfhTumnPE8/d424k/mQUXOdOIyK+r3VtXW+oLnDpGhZq4v4GzsIRhfXfW/pya+I8yCZS9gE8RafKdWfgfT0pj+0J4v5qG9Yoe1ydNu5/GjOZ4A/YZIOwF8ThUrGF3whZrLk1+kn3ldMeAIDPmf4RhIY2TOaXQb1qh5VgL4CpKPijojuK7jIDJbpdlCCCQX4F0nOKJceCzoDog1+BQ8oeuE3oc6OntlGpYHe9eS1oUFvULeTQ9Bg8JGRaFof+NKVV9GdBcnYcdH1kjBOCGar6G5FZYxsWqH9eExeMaIArfIQlBai1B+bnoSPLO+kS1XxTTo3f2IRYRbzrbQGRpPf/TKXYWUS7/scqjeLNJ1Jo0JGHM1HBgBzmBcGcdhdbg1PbTUBXUOWNOZU8BoO6HM0KhRUzMFY/m72WDcN1uYmnCcD2u4qQjFo3SOL+WkX9rizDYNYPcNjUe4RppML/SXwk4Vtr9nFzvq46MAxGmzGbj+rw0mE0cv5iEmYX2bhjfpMzhccL2dpGeRIT2ZL21JCgWybuf8PEylrsdaiH7Sv5fx0+0kXQK7LrLKz5DS/QyBMgO851LX1K1BF1ZrjD729tipGwFDkQkwm/ooOBpDToe3RHbFyI9bXU80GWfw+NRzBPYeWiDm+A+D/mx7m9R7IghXgE+V8bDwxhruG9T9CaLdmIUcv4SwZlybJX14Q4HgXyQEbgnVcw/TCjcQr/d/z5PAnmk+umzvjYCa49Iaei2FSIUW6dbj0iW9EP9NB0D5USZhn3PWmBlMSM8Wla9o1Kr1nTcYMIfOLvJ7HWt9syNAL+2TalFhvNgvRi2EIYuieHEwe9uu6o5owKB7B9D372pKj15CWSzSGePxBEkmEvec5V+9EtSz/LDQjsnoP431AZaFY+i9zLfuXRfCWUbRCtK+l+bWcGccURBR1PyBwK8Kdn4PjJ5rvHHUkFbmp62GokepQJQkOd5T86RxRAcwM7SuXzQdV6NLB8IrUt8KzpX8EFnN5+r1Lt1iXN+DaViUFxfmIk5RgKN6AjBVvQywOXSRAaxM42mSYQ635EjIYv8wqQT/c8fWRwqnntrNuyjHXFRQiBZ4qARpQxpAGkE1Os1C0pTt7xvVgZmvZodtkjNwgCsztZC1Ex8uPRxsUtImwkr8fuVY8O8kZf8EFlIs11e0+n1QG2VIvzEwsN7/IpA9K8VtrS31CYxFSIMAi7FVkb1onxrAyLhK+Atfxl1SeqjBdCotXz8kdf+RVpG7rGxkW9Yo8hs6frpvCYV0g89+UBEdu/SOuxuRem9PXVdOEv6bUANQ2uowLB0/hrTGbc1fLrAV9eQUmO6Hq4VVJLnhrgWl/629VfFq0puU7bk0+aV8P0CPs9PCo3JimbYxqCFknvQ1vI3koKerJd6KJgCnAOEeuwVALIjpTxLfgkAYB2JBvIAtQpmPjNoGM4Br/jwGwGoRlShPv2avgQqJ7O00N0le27GkoBqsblouGsTg0t85aiYrVR78BrYWtnbeSxGMC0xcIb8KeujMKYfpkZfSBvhhGvH4jpZDpNxIbR/46iVH7awJTBiDVrOe1XdTBwz5CGTNpwaxPc01Fx7ecNvbNgncZoIqgPRCOUEu0ZDLftuqXbPol0F0rXjWz9GXfee3yB5+AXf134/VLCsePAkljQs1Dv5qXKDQnj8D8yQ1N5JSlSVl+aQ4fDUpwOt1mb5iIsEjP/QrvuXVUTNqaUIS3omNQ4YTA8mELNxAHRKTIagNGoGNMmxgCYJnZkfs+GDb+QxKbnFMlbaXP1DPjUbK9/XqLyLRoDGQtfQt1XGh3I9aU0rE93NmoNq2vsU9Z4WEg9dM9qkK5z4FoPO8v+YC4/C5uHgJt4B0jymEX6Be+4uGQMT+GKFIe7v6aUQVD509JWqRrRHI9AGI50ROm3yuSa7ZAzZqHYZteKa4ADwYINVwzReiNIQCUscnsDs2U81dTQDvvbjgYR+XlV5mGx4DGMXUqaK3wk3b0SeHgmJZDxHt8s31VVnmLkwXRVAjIQCniE7omA9qu4Fss/CshNnQJHO19505h+X/TMM/QJ1K8AhDakKMw7m1ethtk0k8t9LAKedzejS92q+4PZQ1ClXpNinss0wiZOS+BCDinrj5MjL2Qhmud9IOJPh1enWWuiqVy+BanhAAjvGA44vkfAS3oz+/PUwMc0Psn6cDg4VzysTcnSUwSvcEay3MAzC55/RsRW2IFhmuRzQ0e7iQoJOC9ZhOnDKREOpKO4iKQe+yzSVGUpYL7RHqNqeHIfYsqxMaM3dVfQwjfwNveeG8iunk8o2QIhlGTjmx6Jm+Q0ijQigSbRx8ruYp8Ov0YzhvOm6gEbAyj1oq/AGnnOHCi5Xw1rK1yebpoyq8lTnULJz8y6tUVHbqhEmKK1azsLMUjM398XN4doQ/Om+lOLJMuU1jITk75xCA6sAW0Mtjk99CRXWIDWXssvN0AGeM/8WK5aKAPkyriIXQkMxayjbudetbMVrfklAYn/mLC3Lh3/1/xx7Rhg4p6rCt7+Nxu6yjACphn+h9xOtdtlEOH/weGcGry5o4lQoyuUi9rnUMc2tMobGEYbWuJhAkyhWiuo7nMDZFLOZgWitK31OBbyr8iSDyEdRZoGJIM1+iUzX+ISW26h5K8fZzs139ykOjUEkUn1VXQPDvu9r2bAvBIAu8eC4p4BzfddtJIczeuDlPmve9OuSYEE2T3CAlcYIoPt3/rl+HvClFUk1+WSw87fM80rJR/7KILdbaNpXHfWkNHKec0uOqDb5my3Ttmomfz0PSsx+qCYV/Jcm235Mhrwt0qoNCPrvfMIbeeDcOfM8cjLIy2MZLDawxCVNFGt20KsV20sMNfoD4Gr26L4T0uXtRgpMg09WRzWp7MNP+qeaVyiWYZT22MKw/c5ho07u0JApKpkTUEcm4w0sUOC8VRvHQlQaIEDOnlZ2NNRvQj51+D9i9vdRH6eXrUBfosFpsURtmOSZJf7A3zS5sk5bYQa/aIOq2YDM4aWvFNi5wMhnZshAl4NXvFFQBWPu6AV1G3FCDFQNm1wMgxd7+ss30LnOAs7FFPEwYpmUPpABtaPXF6dz//trk+/pp1ctzZ7vD3bXBOWxBY3bzBwbj/EIMnlqUELfZATN5wqAPbrfRpCUM9DjbyTlblsBUUOBJoWFPFoVjS9GCsT2QFmlbbfQanuOyEDMcufDF6fOxxO14SOqp+TmDM6/Fn6dTvZromQpVDEwqdjOAs57P2NftbDvO/G9Zf6sC+WRIhvmMwErQueo+I3OXB49joGDXaq9CAzngyptMQlOvgI15I+6a1Wx+PrIwYTE6XVRMk9QHQUjMLzquY3y4gaNoxR6xYeGqRAfaUYgyFC+/2ULgdFIvq0pwbOfIsit2WlkFvZE+1ws3q78jGCtmbksfu7BZJqUtdRYEGhHuls3avttlcJLTYiviAqNw3pWHFfc9bLvInRKss4zDPLYKcOEkrvsqaagsfFdq0SdGXJ2uh/+2lE0HBqtsameX7n/QW2TFUP0tith0Le1YlYTAKrYBgJqsXPvnx/8DMefcpyrqbvrQDICUqO7kCFShXZlGLDD7vMS9rY1cxNkl1oJfKoZJczUFqogh+nVRVX031txj5fE9HNfF35yM3w+2Ra//FlEEPBJT8+zAHdJ+FbJo6bD5ADWpFQB8bSK8t5DEi91MN4lKQhhwUywIdoITrCAVDkWR3kEZ8PVEX03hRcy/NNntJuofqPgNhLdQu/TDYhQANCw3wb/XQFfGh/IwlURi571hZ7k/uLqyJG74jO1NIGE+iz5sR13okY2ZzPnjiMQ3xeNqBbJUt7ZQhd/dkJs9Da/F/h3lZKSTC26q+mRhvLs+oX55gtfJAAIC3TKub8DtSMt7cNClutP3itUliwkWK2Uz/gQmhCTj35Ahyu7cRK8jTa8dwZFzW7277XpvmsuQWVFu4VsTuhwbh+JYYULLhCINfQSJS05jVHMteWRKwMW8U+eXM2nejk9unegqXNGJtg5FSLaHzX/MKhohw6auBUJAzQrxrKZwIo2J66tYa6lycDMmLhVbk1R3E2EG1lKFyRaXygvOn2cntvSgHgqTPnwCpEusNwYC7cnsJ5pkyt5kxJmSztqS9N4ucJS2HAp2Yv6vTEUon+Yk4GCui6TDt5ueJRalYE9l0H1FcxePCSOJ3TaP/4QbHJLO7vnr7jCg9p6FkODwsGxZPjcFKRqhMbJ26/lIxv8G35XH9nLE92RE2R7QOkizqRuqeKoAfyS7UIy2hZmXj157znLDFtjn8U3+YeqqRnEZG27jCGWzVzeG0u/dZVUOw9xuMpjCWZb3jEdtf6+QXurjeYcBidpBgVXzhORd4sGJyHaHHElGul0UDm6PmQTAbhrh1oxe5TGYXtpnSaTBnq6swxXLJ6ebBqa7Vem8wdM1ZO/j9l1pdSqSdgrKm3Tyn4fAwBKj12gF1XdOFDke7b2ERyQcd4L0bJBbOHOCf/Yw+azYMskByjGU1QjmPRyUER4LWE+eyUPWi6QFvnuRZPH2+LJCiRlYeTeEpmfAit1gBhHiA41cdktmFObMQbPrAxrN29cVurxIyfy63mBT1F9uh3z/UZ8/Cr0rMQtSUBfLdBeT1clbKowStLAIA6Q/TWagnwRf7UDA5GHsH3hPLLx2DvaxT/B2zhgquxa4VpiFVcILswKtQec8Ziq+4FcARb8/doM82L93A4ywW/SZNFzArGEG6YH+j7MQ4Tdm4hQaYDALkSx7iVbGg5aUwSMf6P87AkSAxTBHRWjP1/TiuTh3JkB2WFiue2qHd5aBtSdTHKyL6uvsaB+WMZelZnlCho3M7kI4o1S5+EetdaiKq9+FCtRJdV39M2jKlhc4IfScVqWxxdfaAIGZWB08CwuAD/38tPI8CtNqnkX/7d8cZ2Ei2+QSVv2gWUH7bKpqf2KqNR0pu5IsRnbKH4ogp3BR3pJJOoMaKYPPFy5KmgMP3L287/NGE4LZNq8AhLe6L5civcLOeLS+mqy170vxGlqchm7D6CxGRqK4zJJEkyfEfa0vFrs64WNG06jBG8PFFINwg8K4P7+LbP7oTk5Qeuku/QJeREQ7G8ax5zAVaKjVeo2bjFY9JXSJqSW3Oq2+q2jzoPR1R0RlOfTo5xGv1zTCYqyZtSDXQTPqlMQtbSQW7AEevg4h0zgIZnLlHKoAuxkxZT63gJSc7+QKrp1Ygxf98OWeMrWDLquNv72RIG/0EMXz+vlA2yaf1cqnWLYcfLbnGOAysBV89jtKxXlEoz+LMsU5pl2gP7VLbcLyPNlNbOs8xpEZHw/z2uSXUIgK9Z/IKwIKpimiWIogB8s9QFk+hjneKlYOh/8Clcit38n0zKA4zTDI+dnlo9Mu+XoeQye0erKjjlAlfXLG8S9zTtqDaMYmLYSO943LqmPFFg1uwaCeNMZBqWZ6rtfrr5nNP1xCrAudOLzy9QB372neQOZY5uZhus4Cfl0GrCeaFBPJum2WohfCabOKghCaAcXj8ehfzWe4Z97MrSahLlobKX+5Bbzx20RAEVEnMtv4mfMWB2q6hKhfJdKGUJDH5Nr6SBlo/3lKme+7h97+XXlKLzLbAv9JK6uHTLiMWg0Vda0O5irqwFWIeJNDmqWOOvzIpYzBToSmzUmaWfC/uhDuRXrpJncYGfn9wV4h7hWhSO+bziAZJ7ADzHtwFciO92jeLjA2O5fRvmAFFvTHYgPE+lmPL3NtmwUp9VDyKMKE9QyUKO3d4Idb5SzvZTjQuCY7rrsjCFNVVGe9Tf2XBIFKY2gLjktuiP/VhAqEq/NhAYl9eqYpDjhKOQbnaipMtp+yvH3J2a84SA2gGe1cQpINRlQh4L/YBoj5HF2aiBXFnooEn8OfcUZI967SwqeTmEpOyv9h6u7/QzvjZJrVq2xACiSI8CdxygJNPTwExY2xcQb5EjyvMjQUrpecGv5i16JGOco1pi3zMOpBlKPlKUKls57Glr1MVch2fOI8lIEncLcseuCIiB/gVcWxvY/n0BcZlKuG24ucIySylKOHCRlg/pJkVSwQf+6Tt+Uu99QESHb5CFjF7yjIEFI+BR7lYtsbaLVghxajWhceRCYK6RVHjuD6rN1Mx3iRrxoBJUWdyIqgfpEAxJ6NhclYx5FALbqX46Q4N91MR/iKa25yK5jK38u5EaLHcntaXlr9494ng6XWKZCaLXXnEkPGL7uikiiDkAoWFQBKyhwUwLyeIehPK3xVVruDlqbVjrokH3tAlxkMWhEE3L4z4gPIHzcSXHzxnxPndd2W3KfFqn+4uwEKpDV93X1AY2b/aOYq5/+LQVbVpnx66YWsl3dugQBvqcU3JfaNYlipWopgwZ1N7CM9Tgs2+6fW5fs2uRlYhgagwbWDU6kkAFAPzdyNQbiAKwYno1UVimsQ7HQMi/aKzk8ms0KbzVJbcYYEO13zK8ObimjohxH3YoL1JQum7Z/MXVR6S4mJkEWOFmQIlFnvRTeHBwp+nqz4QjVtl57hY+UaV+EANr0iCx78EfB9F8G/c/lKwEKmYGhAlnmYvkszW/cgJmC9y4AXjFgnJEyXNb7X2a0oNsYZ9gou2Gsg0YJgJsaP91UxV3Kypu2U9eBPZBlTdS+dUCFFVftU5x7pRRaDDQeRceNth9YHFys4kPKVxHjElj/6GUXwCwAGssV+Um8Vye3DbS40oD9bc0TzcVnYJLxX79Me8etqPVyaRy+P3jGyXgvoAcTNEGvXDH+irz3bke0/nmIejDS/u9EgX5dmNKkXyrwb71B6CwpXsXj8CDcNmPtoWW0HikASdjW9HRrzuLiL1IBwIKNvoD4cBKxVBhyjlddDLpcHbF2W/FdFuOblEJjJ3KwTsi/BhMC0goMhPA0AfN8hC1FEOkP5Gyvpak3WdkyHYZZ819YnEXYOXT75sGaQf4mBYjAaAmWSsu3Gjoa2jKhyFnPbWS4jNHThUjcIxn6XorYcCPNTbdk7R+Zveb4NEi5VGjAcwe0jmkdZZH8lfGgDNPCn9g9NIYwQmlnfFqN9gRxaV//s4xiZ3eTTA3QNkh4EwhH4/80m6mo2Cu6y9MmYzqUhl9sJ9ZN+MTQDd2CSj0u2QXo7OeQsW3HZAIoF+YQpJFbuFMuOvCqtR0cCsMLZIzoMBL1w2BqLMdyhssi+PqF8q9T0AQv1sKfWzWru52Lp/hBu9UzWdoH8ylIUO8buckK445hS4RMPn03jf6kMXdAlqCh1aI8q0wGOqy2pP6SSIPmdy5Q/QUn6oYKOxocvKmp1XDAovQwH1NU2NNMOKW/Hu5lFNrydkfxTB5rCO8lmVuQheJtIsIU/5nrAgKswJmrq7mKKAlsF2lLJ1EvcPGb8dZHyTJB9DXPnrTpKDn6KNE6FMqw9PvSiUimuBvqkUmAWGmfcHCBHoybyqCEeccCrqyWNUJKahvVKTuxwF5Z33sXX+BoROb0awsVF8cZV4RxH2tEFNhtCQ1OJ4PPDcD2c5PJa3V2Mbkzd/flID+EIIP4hxQ2zQWslutXPxB77rNfyWHlusTsrIS0mTnlogFd1XlobGkM8khWFeDZmPV5EBrlfbbcZfFEOadaKsHEhuBr4Y8cxIMDJA8A7nHxlOb5ku34X5CnlsJYzbjQaMSKBY+t5/nZedoZFMAWEiwQeFAErl4l3AE2enQbIHr3V8aYqFnKmHCU1rWk3/77AnV1kpTwcE/ggUuRx7QP+6pQD0OYrrDk4cZknmzTNURjqoQ7KEFuoiNotDB2N8RUBg5ucB7jFc3B5U+fBUizfoBhUrnBZXm2CzcuDBeEmT7CwcErlaVjm+t3O+0aCI80tSjzBvAeOXCuExpoq6iatg6fGmQ1maAGT/KHd/UJnrMoMXVrU92LfpuCQN5vJMusoLvqQVQis6RFtctlPCmBRlpXSNC1V11wd21lvNUd7v/BuYRGSxsbXdoanj5+VQjE/pagoeOkyq25jZOKVGFTu3Qa9BCAqMbbpLy9OyJkCag2rnCKvPEhaMzE2MNkfZHZe74dBl9MbeeZ4jUXO4YpeEjQ9oTv4fARrZ0D3S+WKeopNYOY78UxvaVRscrXu4Ho8l6eJ61JcUB7Y3rbd0S8A7jxzVpxqS+YhsXH3VKWBNZKZWDAs6qaZllhJFm04tWRSXnKlhpZeFaPLAOTOxs6mVynqpKUjXCxJHMYBdaA5cMsOaQaXFdCUdHh9IF/IKF0pWCIITG8l7WVtfajQJP7nDLgil4YV5d8xoPtpcHUhi7ugnsKAQxhi5midYjaP5Axpi3a7ymrXgNlkME9eQ3uOX28jnupwrWV+BJEWFrgmGNLee+BJB2+xUS0LQ9A/+BsTGeBGNHjj9hiAhqXDhwlUKuBkbLgcepCTeJxufjkjkrE12KM04OY7bZ9rcEt8ozI9kww/weH7Zla9D82BPiA2LjqH8NNmT9XuAvvuUBo/EmHoR0fXxz/PauGAjhdpUTR/FsgJMUQFgyWHjwxOqQaKkpdxY7sWYw4OuxZD2vYEysC8MqcENzTcPJNJuNemSW0Fvbacbgg7EFB53USpUO7xJ1sCDvPhqc/DvljfOJo4bKkO/Zs3g+zyEWw39MvsGZ3hHR69+BZo/GF8EasuJo6odRK5Ho2JLvsLXppNRwrvXC5+RD0rONfkXM/WQ0bxiqdeaH2qdZxCt/xQ3FptLmpaSbC3cAuOFd/mK1LiVgmj32OAs9+PUORRrxWVz1iutWAbefNuJ1pMeRnsa3ZEObUy/TViicm6jffiayMlCfxrLEfRLccz2daz18ppSyEdpRHLVb+FCXuAzbxR/0DYb+udDgYS4d4s7nR2ipm0YK+nEqFMl3YQjB15GHYmEw3GUD9GLvAb48dLiUQV5VtzsEC2Zp9JVMDE5UoK4mSf/PdNn++JUcxrsWHWHfnv1XucnMxjytBBs67sd3wUCoSHThd4V7Z1cN1SfeL8EyuKBKxzTitxX27S5+TgSB1Cxik9lwekMx9TK+4cQylSrbiMt0Gxnkb1eKs2xi6LrEUTHTNmowL7DWa9Y3a4zj4IH9Hw1sXuXQ5TqKvVfnJWM710AmjyRjdRQcqho5jtqgIVR6maOiQA4jGx8c+OxIysDjXYj1gYHVeTv60Dy93vhiCgGzh2/wXn9/vHm1YtuwGDtFuy5Ri6BNJoAI3z9cwTavOgqIRFyUomstJqWnAxIAN1MUz2cLJLZUbgnFoa1wkRoi5XPopNPfgt2U4pkyfU0XtgWDekwJYkpWKuVneJXQMSgcSEO1ICHGn05YVcf8EKvNdhrdEFm4RziTQq1kbr5z6hzKxGzEKNwsV1BBJjfEFpPzJEngnl+miC1rb/7jzQUsaxBlnuDWewgdafwLFIR9H/F17xrtSxi/gW5RVQPLABZvdvb4mUoaDMJhj0mI3zHfiGYvgbtBe2Cx1wLxvea7J3SGOUF9x7iPUxEpemxcA74iIxcG3Yq7xlyzBfU+JYyQQOTtlfxw+iJOXsklFHWv+7igbynIWXJ5Uuj01wcxGE+oLgtNjDiJR6HZGb83bAX3+WJmXF3pAI6CxSCwJ60OyynQoS0xCoGRqUTbXqHeJbya0Uu7szuyT/sHUEtwRkPPRTpNYsIBnqiqjgzFivfxzj3zmQumjJqKFMLky0aOnZl2ANCPTyucv70+BQwC4761uqcy4siWSDn6s71ygGJk54VRQcqjMaWBYRoSf/owmwdtvXlvq3ryp5IpcqW4Jr9lMm8QHrnZfFRm6v9ugwa5kvJDILgEDNTUu2CPTYJNvCzjSdN2/uKu2la/GTdGdEl8RgSz7D9PwKBFTX2phGvNdBMSL3zhJeZBABVX2kHBXXdU3w9HxvjZGtXnIyJWMaxmZS2JXZMnZ+4wpFSNLliPYXlsUT5fzT3wCs6L62jhJB4MnGOBo08T9ZeHiW/jcmXHwn9/gZoRZd+gcnRI7yrlTj2s2FzvdN+WbYWs2N6sGT2mbYBVDAxbgMbw04xvLZ+n8oYeF72goWjykDWU2M3rpuJ5nLn1FbYQQjjWYXvD/LQ2IFLrTzd+Qb7RdchZLWDTbc/36RQPXMps7UZUNEkIgZP5ppvCK12G4bw+waYmeqnTBTOQbDy2t5X/wXw3vvgb6834ftVlE+OdBHo7A6STM25jRDK63hyppLBMLJJzhylD1S0xNzX+nvfeeFXXjFQJp/zpOmaYe0JckNd4fcpiB2bnm98rquFdeJOK0Q3hpfTuA/Pi42KeRXU4sYk+kdPWTl1I+G4OBnt2/BdwpVNrhJJ1BGffdaxE6oRqUHKeB5Ttc7WgUTMyY8CC2PFpGS9uecwTCQe8s42DA89Jdytz7Wyoyqt4KJU6vE18L8a8eY+vgbqLPG9p6O1PTX2stDJ9IhFazThpcnFnDDP2BSV1nq9gFcCSroVEwx7BHLe/D9YOP1BDEVDUNr9pE/p4NUe3H2E/CBhqboA5mzC+TzPXB6D7E+womy4BXtjEYkYNyNr4O7e3kJN+uZ5p5L3xxboeXKiTmqGpgL6E4pQt3NIRo03kwir3VUyJ4Sgj6vkxL4H9ddB1uNFmjjwC/RH6IdScq/KZHgdu0ncm+BNw9rvKnZ/KAn4Hou8FwhVXOzWWStApkiS+h2KV60cajcqJcw2ZW35+Ck33EfFLYQdBR4HWEk/BkwZcX350JyMBuKiRRQgB9wBWDG67coHXXYq0a/wVgV6RTLHcdKCBMZg6rkOO8vpMpRhCNG9Io1PV6eRsF8jMRPvjxrbdkdzTIIU3QtBsKPQYicEEyussGsLO/mnd5/5T5USx/mYiKiDZcWlK8s36ZmOgYJNZQfLbu+Ti8xii/WYtwvJ4OSPEffWuFu15P23OvcC5YDrh1HxL9G0f6PCqJzWvsZ+EozCDWpOLEJaoEkdasVqR2T2K2j2dohNsPkM+ZKki7Bk6W+1E8H9CQ9FCnELZqKPUfAehTqiL/tEA0/4pfdNpFoSd4ZXJtNmsOeovJwmjcwIM1Dzf8HBpZpXYyiopCfQbwr5DSxXu6qiKC/KjtbzpuwwgM5GznOSWC3WMVrSl50x6EDPyTJp8AtscYZsV1Tcp/ww55vDyjZcPQFiKUk9EtYFacTIWKBPDwlJTihNFoBoYxH7capBdcbTS26jCdBD2KD+wM/0xrxOPySozFWDf6TUvGyvPexaImnKdf0ltBi4UIRn38MdLVcZx2Ziq/gagJVdOVQXbFwvPg/NF803fqy6ldnInuOOBZD7qciexUTMBZSPyNKW4ziPoiRsDrlJVVdrgT6fM2zYrt2Hv2Z1lk2ER2OzPAEHPpP60/oRANMdAbczlXP4qOpDcJEMwHf0ULs63UkTtc9gEWwypjEnNgW2xDI58QgbgcA0L+QX2hYtib7+yg+XlyK9TGdwtr7onX2ZITlX7J+q7oJ2z4kXxlQwjHAyDTVhpBOrUzeNJR8y/30cfRYAfDNfPbEUmskgUDXuBjt0oCSaMx/t9tjHajk0oYgRoTX01RTfb1PpLtDesZcMnoLKn08BmUSMzHjvuMv6tP/EUblXf5cX81rKapzxuZtAMUNc6p+jBkIsEyVQ7nEVjNPJFXQVkD83iWCBtSasj90hpWgT2YToKcym0S9u+NAoRHdY7WI56awsOB8c0+MI60kjtpIA6uHWXEksylxKqKvmvLDdHzDwHHAkrUACjJCx/QmiDUZ591TZLh08g9U042avQjyzr47pRbmzYtSGPhGJpQXaxogejZFUvW5Q4Qwe7Pyk01zj6UYb1jdrEzP5/s5nw3RVGs/gQsYNtyC0LoUGhSrwUwZQjHItXnj/GTFWAg62oSmSLIt5k6fPwOxTxlCMV3MFlPV1yaeQdghH2P6H0KT68Ck9XBMlkkXlfX6fnoENu+SYHAV2yF//KR6pDuht5YbciEMT68JIXrmeDKqLaMBG5d2usfX+gn6tFolr706mq4IodnwfCD9/yNtJ6rQ39MSzkZ0GWIFozcN0U2FI3Mk4L1MFzzBiO8e4Zys6ilAPqpgtnM5RJ8m2qsYmB+okTMUAMiNDg79kuzY+18POnz/dF9Q+D+nCNmrthGqNPXNRL+yttL/Xq/wiwtB3Kk6N+/R5PwH7J9sGJq3FV1bEteNTLxBq3OkLAZ/yLarAx0bDLMe/Uq9eHXCt2hJcv6HoafvgWpRvNz7/QsfmEw1BLS04BunpH3rWDqMJFIcGuwJxGt7e7DxbZS5LCKQkeV5ogl9sTp7xQ6uN9DxRZ5KcVYWnftCJAkKKjBifOBJhuEdlmAF5332KOZ05iIuNS3vyqtHEJktxDNjbV3ZCHEKqdES2cF7fTY6c8l72cmTGYW6CEh7BlS8vyhN0wFz7tyOU29d2dUsls8T9gp/O+F3M9/DP4Of92CdgvQX7767wqnI7/a+U3Y6R85rXcHel1HdkoSCEEQY+/RMesASSxSYPfN3AJ4rmSbTfBWUQiaVUCcc9WhxjvprPk4mIOYbQv1F4tQWhsWdq9Dp2M8dgq0I+xiNW+71WfFIF8y9SuxRWCjFQjCJ1qAdxcSMFG8e2beaPJrw+3qhEljG/+JKeNBdd0iigOPHAZ66FIzGHJsh8pdmVwhspE1cLrbdAR1zElao4pYGPdGat8lds1dQU4fijK7ofMTxlqvFuxD7TQzCMkxfHFDM4h9XiRTOcGfbbrMnZycTTLCRPmV6Y5keisSxIKQhUO0vQtBtflWrKhpRpr2xtGb2fkuRTO5cyDNxpKc4fxT6yXqgKgmwg5bwSK6I67DgE24RBiRL9KYXNPbTeWfGIPOME6dk/cppS+j9NUNHtlBP5nl5m7uP6V+G8FD21+i5hHjQFib5zryK5oI8Oc1Ft7DEUi93TlwDeFXeBKJu+Gl/4XqsJ9Qp3ZxisDkLLy4mEZp4BQBZfD3qKEcVXRoQG/C7TLj0ZQZ869xN+HNeGaX31j1jDaOj83o2Dmnu5UUBzId/4YPPS9bU5rwjhgVi0HiOKJlcz11tTAT2uvgRjrSyEra+0Hg7lRQhuGHqs215YTsn1nETSBZFpECpey/aFZpM3HQDc+wxFi/UxyIAUja53XJpLjPEbMSmA8PEBWtMmR+exUZYoNLnZxHRcOzd85oWHg6RnGx9gpY4t0C4AGxUAjm33ov+amQtHcucXeNa2/9OJK+99CAbVdrJuXNqLeEyXV25fGWrZIK0JSzO4MRfoPUh+3nu0X5KtcyLkvru6jxqBwK+zLIKOz32+mhTzxmbYm0w+OQQEIpHat14j4Hp+MwQqvdX7TKIxJYSWORb6/0IjksDg4Db7kLedEzQaHq2DkWcHi/Ejha8CIx1wMoPl66+IOW+ki0WoLcL8CM6jfyorgBDnZsn4RZEa5krHh1ZH0pi1FkSOfQi8PRd9/CgDsd3k4fW2DlYmhQwcWABkeLfFKxd22e3BX29UxpCzLYRMkAIudKosNFQOWn6RJKXNzRnMYuLQWiyx2Fv75L/xgJzoS+7NcMD6X0FrzI1OBMPzrifkuTeuEFJ3zClfJQ8KIkFnuct8QVLHz4XUVGsxYNGnkKAPXYMfj3NUDwQOnTDuVf5SFapPH+7eJ4+6eLL6c2/agVGeymRZeod/uZ3PFC6MwLZeS2Kgkwd549W0TpUooOLh3VbSMT0VI8FjJXXmgfKvKvrSNlbRS8Y3tGYq4XdzmcSeE8k077meIdhVwbPxEJxP8OtyWWZhDdaTmVPlYc6yGjwX0QueoYaZWmrnDT2ZSiE28S2lnCoPlpBG/zMrztCW3Vs9MNoqX23LCg9k51xPmvDdK0hYLxgfFTi29okLcNHjvgssxly776jJs9YUsGYgD/8bdTcpagnXBMcOboDgm9RDs0ex65oyjgjz9CLh5WhbuPDLB8AiNLL3hRhcBNgJ6RBLIHNw7hjQy2IBa6ZeBJtuTpAWcrK2eZ1sRJe4VZsNMaKPNSTQSuiDAmtqxLB3B1LKgYyWn6FS5sHfaRk6Ec7mFJRQwLRUx1mX7GcVA7Yhrg8gWQ3/kjiGAy1vnjAIkh39ErCv0F8bkq9H89UpFrsx8UR3UOYweUpXY8/0N/WPG4Wn6om2pxq6Z8aMEnTMkYUjbilhv/vVimN7V5RUMKZ/ivnmaWgfwJo/FRAgChyGVJCWP9g5afYxK2Vf71/XZSIlk9BEjrUMP6xRIg26YXcUf6Nn8VhTiQ/YE22vDKiHUk32SCsTxNWmrlafXj9/NysyHcBgGDk+MadxU6dYgmEIbLZHv5YUAAV849l109CKAyiVv3Qt2hXElNpiYNc127kPMHkWGPIjKJ0U1UMGl03Z/rfi+7IYUYVVVVNa1fplwtBuu1P69PdA8h1l1UnV2rjJfLaxKGWX+JPz5FCYGCZxvXKYfYFujGcdUdeUOm5xHnUaXLhTtMVZg0KM5Hii/0aEvB2iMODFIkDAmwslgfAFPgkOyDZHKr7as4DECtx/oUkLeJk1+jCWkzOqm7C2TzVxIJ1wlRm/WiUN/p/Kej06jtFWHiyhTJfBj2i/bGbzmD5wCjsUyO1vMn/2cB+68YiwUAMG40HdtZ1mMCuPo/vDY8GerPllREPt39d2/OdWU9SeBF6qvI3VFhOI+2YUUrb3oiQ/X08ACziVTkHLv47zrG9S3F3Gp5Jz6BuXPhCcJbguNLE/zARJMeN4WX3HPBPiFi2PQUaLdb0Vumv2H+7qHlQovLOAlZPRFrpbY+DqJUjTH5cWpWnX4It0sY090ksVE6vU6gyKD5DD6UcX6JJTD7sNutGPR3NBYjPemyl7+ileDCeVDyLL8QETYq2XpmIu2sFtiGkTPdkbagQZ17takcXLdlfmOwuEM3UkD7xMHEMShd5v+7eMhHmmenFAx0mXQGMz3oOCNNTSd3aI6jQYa0Xn+tfIyZcaoANB1kVL8TgXCa9KuV1LBJecJDQkFUHu5cLY/jO5BXmpRSCjsaT8v7ykKzuiH1dUXC89kq7TlPeHXNH4Y0+nC6GxxIZI/MqaY7gLKqxzgeu5TM04HM0pW5ejFbGWmTbvyALCc0tjy2+Fop6uzLrHpzJl+eU6HGc6W9/TDWVztx4SDDebrz5Hhj1uQVoL0Mmjn/UiAd/dsFWrR/DF0PVrrxrXf+RhxHv0kPXZ2G2WZI/Hdl5BACkcf6WrAQspp7IWndfck/uEGrK7EqMN5+I69ZqkvYVWz+Cr6Iun+oLS4O4lRzJXtwJoQ1pWWeBNOEdVF+ANF7lEJi2SGI4anyGVm3H5/UZof3s0y0sNi48S5YgEcfRBaO87UCoxX1Q7QgYrB+1CP6gSWG5oZdV8ka8aaQstuo+5OQgd2zSpMXJBV+07HktDDIpr+vunLKGAE7DOHD9Rd5V4IDIbwDF4QRhPOwAjY8XatRYPLmcAPOVQF1SsvRNaxgll55u0xO3rPQHSii/oHMYVfQTp4s9jL9o0Khhy64xH4/3nOzlFkIKrMJn0vXG3CmXHLsAUGSY1gCltT0puNDJ+gWbzhAK2nUB39FBnbhST9p3h/afZlUZO1TNnTvkzXFVTlAQSK2Zfl2AFWG0/KmhzOln9QFb31a9+Ew7qlrqrHw6PWbZZ8h7L4JmuyhETz6D3ucB9stLwPJrJSa1pbKbxfRU01FxIGQ38TmOiWAJGOA37N8fwKTHOqM47mtpv/X46CtQUvngOAuuBvY+VNYaIi6aDV4EBLhAbYgnQeaxhFcIl4QQt5HlZXB8umg3iFeO/jwn1Ongn2flta+wi2tC0vlfv5yoxkRi6F7RJROLi9qBv3Yd8Sg8conPyQzNQDsN+3D95KRh3mWHbf5lhaGCAkjoZK+Ctb3JxL7EbwaHA8LFbvzhKDExa7/+q2k+Hs5oP/lTnR1vNQyK1n4YlzNka8EBq5eX6B3GGNIENMUsJ5olHvNgwfQEZajgHcy3/VECQUZS5KWGJYnOhwakFGlYE9CotkE3fXpe2G2EFGJqQ9EgOz6GCzVvR5IxSF0KtsNnTq06aGm6MAN5Y2qRcg1POgn0O3uYfRfa5Ss15ffUBv6o+V2Q3GZlgVckfpah6Fm9CxBLaY/Rmj/JHgjqxdi6zw/KLuIFY8eEUp4M1cBNYOOLbxAQ/L5lxO2gjmJtftXarAaT8G1DZCT6IhuIg0/DezWmLofeYXhNkDJ4l4kM6oLeYZjzuLY7NBEDyifVAFomqtSxZSQ7To9+0pIwiuMOjBgO5n3iMZqX+wEpAjm1xysbfTsruDp55qtucaCtRQG3dwSlDHXp580BCB2cLlejYcpOTqMzRQMYUS3FKpOh7CmZ336Cw9D0h/Wcd0zRoBlEVSdVaj9ao643loq3G7333b0QOy0b/Tr2jSx1lbwXvvuR2aD+5tIuAcZcCzzFyVWTheX6RdQjjVWQMY1sRbKyD0+8gESDjD25BC3o68Prtd2nKrC2MwtdkYxWnc40Q4NyGJqHki5OGclunbob/wn0ICxWArdieuyhurTCojjY7T8hLFAmC2tVNBN0Cb1E1C+Gju3U/P/v9zjqjGAjd4FxuEmS/TdhtiW2ss2pWDkUcT157Aew+GAwcHVOIJCkkpgJlwOCioicGmMdLGCLrtQD4xBB8tKIP2wy++CbR0jH4OEikqizndJxEO4PFy4OQ8cWBdWBGbXAJS6Ful2Yamii4SHCSZQbsFMBNnCFOiaZLKWhL8FC+P2oVLIE8Sg3St+ClJ8Ykg18vmgFsRLGj+pRpoAdHvrvYvflEbGay8CPDFT1hWxZm5cqPj04+jTdZlVaimLWhgkmzPkRqxq4TiCP8aT63Gn4lYlmFFGiXgjTZ/6jtiw0gRps7WgoNztNBVt6hTNui4DeoaP2o/7Gp6U824ICJQK2La/Fh4piJgarIkk9VEP5A9+LvSrnbaOb4Wpqd0RPTBDcsMN6NfxPvKC8e3hvkTBNgczUAe1WwMpibzQ9ACHhIEb/JaBOY6D9KNSi3WvKrnMtGz2PfWbea6O0xhO4RWUNwrhIC+hZCHTCd+jSIk+dP7EUB9dt1u1JKnlc3fuO881NofWfcXMlSPefD5GnwanpMxotgb3MDBg/OYQRKbte1q3Ywhs7/ykEQ5R+Yv4Lxij3iNkatpN39KpjfUxYKMAhu+MOmYg3hKt395AY/sw2LcqYGUmjU8cU9ILgMry0/EP5KZyvnj/C0FoqacUKsmv6VNnMrdEEHoGMh9lAfUK9mhpGylSS6aYnQ3ZdH65vg+5XP9GMI+NQv7Or3DOVxvWlXZKVDfiv9PMd/+z9CbqlsKc5xc/hQ1bAQHZvN22K6xoePGsKouFkbHJA/JWXSu9VtW4M4mF7WP8u6mqEiDe65siEd8tz2WqwpKwN6o9xiZrZeLrUbSYf0RJUtGb4TFaSgFbIyrIoYrk28L01VmE1YgxKkxJaC4hazUxLGIdvN1tM0IfmSTP2bVufn0uJz/iOkr+7xChrjsSRGR1kW1JRu/y5/g+LAuNmkjUkrwTKKG2KfpxMZjx7CNTzwyS1ICNqE9SGcNhyw+MEMGbbDDGlqf3ybOgJRaDcY+/NiFthIo1Frkjkvi2cjKG2waEXG2xYjX61Yn1Qc/OiEx9lFAC3KQBNEKv5BKozRPnyjs+smuqoWaz9+Vd6KAS7Hz6C6Xuu3Q5W8KBs4tDT7HyM6K1rbNekc72AcYowh2nwVEKPxFS94JEHmEjB/xZBNJXsjUEgCw98Tojjf5Rwm1i8WoFo0vPlsxuR1TTIc6tnP7F0NJsI3WpE5OR4hyjhi70DJKz7OSwRqU/NJzt8v27tRj19b+9LSSz7JJewwZ6lix1Zb6JbIp8NbGWlNb8bxHXzK4VsXYOPrrV5CAM2EI0rDtwNFcS55pHmxQMck7XJYR/ssSZct+0xydYBNHC9OZ7qISQRoqF9P6cNN4gk4We1aRx2shJ6uoeWnxJFcGEzSsvAgwxU3LVd5FaxGuazEZjywkp5CZiE1BWdVjoE+FdX/voro91CfGmx9Bt7vx0qbcJE3lTLZUWfEU0XgWEecJZfUXNg2LlVYrIO4xalNTotPKq7WujadfMDMJYmaIFxLBeFK5TcoKQ30Nk3MhJ3Nm5ZV6wBJTvWeShIc7FaC8aII0P+Di8SdrwKhklZBD+5r7Z/vi5XcstwC89UU6tm1hzU8aGhFGaeJfrtr8RDRH7i27IfL2FjkOAzV+8umRsqjXulp0zQLolGhN56XpanbGVF0pvYcWMzOoj/0eCyCwzy/0RNgRcmftXFI/2Dzqga72VNDXULPHmLAtIABV6nhV8MgQSENLecHDd8gQAwc43XtGsVSv1e729VufNRuUgnQINMFdCBDYrvox9FKK71wUjnhQx18XDkNwSv2CIdSvJ1cQtnwVODnW7lhb+VooUpGeGzk168D6gI+ION/uC8Hq6wq1kkdV6nFHYAhEHtu6REx2LPwhYTRoppQwc5PHbLPekV1t7cvpq7tHzYJa1WRMV6wPAJAGISp+8Rh0aGOtcEQn8c2m/3LmLsnWp6MUE7eBVsZnmaK2W3eGQA5Qja+LXTFMEn/MuPOcoTHtPu71wHGVP+plW3uvz43ORAWAvaas+9Q1YKPLCFls7f8tM84J+LNCfMQIDgPEbkBUHZ0sWPztNu/b3Kg3FTZ6zzYxPYR0dU4/DqpyhlqlFbKL96SGctTZqsro+Xkmyzkz7aojKnmRB4Qqp17/hWP9yJ6GmXsh5m9WSbWSkm805Hfm5CnL/MJzw/YeyWoH2g3s5O3/7iYTSHFKtwA6YuRoT8mJsUskrotc4GSQK9LINWIK0tXJA+v3b73RN4FviwcRWIdhoM2cADXmMFN7ghWYQ4ye4ttMfqqDa2/O87j86bqHJ4A9/VBthTCp3UAJFFPYrep5usZG1uLUuUGBoK6Tw3g1sJI/pidTpvLeQyqWXVWJBkBjrlM2EpkVd+8eotydxnIgZgwKQEN2kfFBEzyx9enzJ072R15KOwrDJOo95pFP0GEPtGGP6PRBKfesjXHc73ZIUN8o+AY6UYJcc3EKsP1oDvfro2fiaY2BIJyC1gQQYg4JbBcE777Q4Uix+B3+1oubMxgIf3jkiJ8b+ZdQFl6kQywzPrS4rNeyuvhQKNryl2gJvRREtQAAOA4Vs1+jwi6+jQyumqs8afkkqNpoipUESVXyzt/LDrM0qW4VrMRnmUqxa7b0yaf0xII37udTpb/KTrqyHtwcfSOGs8mQ12WbHWEYdA7DsXth4hwJBfQz6iwtH/cAnBns/4fynl0s5CmeFpCphHXdDpJpLxV/VND5lI23JRTTIyQn0OKMC58rbRjhseA12lh/v4qa7mSvk4TuCTJJSvuOnCeeewR01nqde5AfSYkcfXkZdFKzfkZAa4JjeEmvRcwOufkukVNMXWM5+IcmJtXy0tU4D9eMzHZ5ncBz+vDlWxV4HXbefO8idstP1MQBbyaMMT3rBbsVAwl4FkgNQOM9ByhCBAd+tdZ3t1/8TfGiE+9Y5qBDXH6BsmouX2XjG9bI47l0AC5JG1r+ZQu6SSYxdev9JkwqzA1ZT4gDOIzp5abosaF05HFzBq9UHcBEV2aVujRszh7RG2RXYtzB76Of9MTBo8wpYciQQACNHsst23TlUXSLgLwscMuxaC8MRexUWEUx/9832XXlidbDkmAO+bNDeuWla9S/PKRkzB1zr1nD2wwT+MCwlNx7zLyTlrcXUXPCVgM/phzDfLYogHuQ7WgAS3v7KXWGLztEwm0lzX1e+BqTajQLYyhANJVb1J3LwjPkR5rmhZKS6sZhwPj7RzF9oj6DtIIgDwaekhLVrjJPgyGw5V3WX+YaK+EjOqvLki6Rd71e78A0ysnLJKnBkGbPEjl/tYDTwCXVkYshwzYVve2FZchMMlr/f0b2jidVd+VXhGAyaqwvFix4b2mLymjdTxMbsOtkTcjAnvitLMMFyWJGPYZUN9Y8ImTYUW37NqUF5lEAcVHWc7ADhaCoXsU1YfAhxf9bDqQ4E5FQI2jGmljExPabNY5xmdsa1FqEtwDoQhg4ouOxQYTHPNMb0m9Ji8/Oitove/T/P2TWs2GcK1uCZNbblshMBw7VByu0gK/fTFGV4ZWev/X3Hkk5XQUf8nSE/tJGxDV2NYo1W8mF96cstv8m5GHhLUNNYnSakzc2uen1ZaImFv8mjkpu7AUtmeeVqgpr41VDNg2wkhrugVVNi7/ZirD1ghC93PaXyhmrfBmZtBxPWmE/Xug3F2/i0UINoerxl6pjpiFV4qOKy3gyxlwxV2RciFBtdCLudS2fS4sQoVj5QjTzWCv60n3jJ1e/AWgAo06RhcwYguaWhJR8rFbzZC5gn9oZQEyVH6l2KI0BCaYNmqYTiycXnpYnV+Wm9WE0etSZ7zDeEzROLHIbo/H3YuFJM/FBVDi7IhwDUdb70ReiI7BMSqZlAFT6P2ftw0/QyjzvEaw8czhdcBLzz4+CXJQcQa2DBlRzJgLUGRYcghd/a3vNVM9vEATjn+MJypn48kWf2w24L86E6mMVLfQtKEy+cXQ8E688LcSyHA6T562YDefcnw2PG3GNPVjrsyfg64UMt0q8UwiMUf4iqQaO/wyn4XGjpFZgtPiXNkDCgaSzCzxdC7ugkH5qTRj+XXBt8wogRA3Hg7JUAJk1ndgHP79+EJ+L/73XW807Dxj9k6F2SGS0knU4P6IuDAX3TPdCKzqu2jkLnJBrg1ehg3TmY6QwUEr0LLG7JDkRF6eoHqq1DG8F92X1R6by1iYwO61xZLFYx/TKxEuekGkDyW8qTZ68XDS5VVPbPYQ66C7hnDcle5Cly2W17N8GDwHU/DL76MIpN016X3BpGc8FHBrAlnvAowawLRPUJg90T9IOgGskWCbHsB1uh8iKmHykyFjOR2ggJIyXmBuv/RxN8D2wkSlEyiftk92miGlvuG4TwSYQU4zR0hBTBNrdSCDMjn0EWi5eTOBWq1lkW6/TeowL9p9/4WQIjleNfI+8rsCmdSB4+JYbLXmO4MVPTtLdfxK+0UdziuvzDbFtmbTJ50qTZLnQKCe2yI2Z5qgtLsW6F3g0JwYxYTXm1NkYOBxPHWwhgMHIR8zRAGj2t3W7AFBiwaMYbFCmrecJ2dzxYvrD2yqvuHncOMj/2Sctf0dhR6GyyMG0yLO+GMghf4EHsPx/sPHyASuV4aJHLA/LGjGTEOFCZiHGzACdQ49ryd4bF5p0b6ci7t1E2717Vk1MAUupB+UuDycE2EeQ4ZqekGse9d0fTpX6rA4H6oftErefmB53d/GN0BT5nh0bh2yMzvTsW8MdfHw3GHR6EBhcoy75xlShK/rigBhYTf5I6msxQI0bNjRrp4G8CfmT0HXj3nqxj/UX+i3ugn3yf1LtG8irydaPfK66lC/zNCqSCNWFXhFQZpWqOL+g5/rTja0jvsNXbYVW0cFzcPEBXIXzLLLAKIPWKACgMY38pl48GhAyD0QlTrbLj7WYjxcKTWDi3/2ewOYDR8ELqDaZBbuURwFFVftfrXENJ3OdY+kcWBFfCXi97aIVTMPRE1AX/f3WYXnXOzTYDFf61tP4O4iFinDSWEt5z/i3ISMHPxWdqhuPoUvWdQ5wtY/7kwPOw2esi3Nal+mvnL25Pv1kO3XQltKJb9SSjynkP0TeNIRRs5ca7nS8lWMftTaoKNzwdo++w4ypFJjAILbPoAGjDbuvLQjR2/16RgIpngcGcqr5dRx/FL4I8Dwfptp/+uRD3bRAmC9Cu9fAUNO1HhW40Tqc0DwB2LMKmoWTOpMgQ5JdRcZTW120FK8I+9JDwBMoEoc6/CCu9nGHUrXAcNdXgQNNhgWdMaqT5Kl25pUd+4Ms4cBs9b5cKT9DvupVTWO5nknvGVgf8M/i6FrbOdTPjyoVVafzjeSgLNEqfE/P10k8hAu0IzM+9T/OJX+n2hQPJ1cAYh+bF04MOHqRCX9ommXYsanfV7ON2YdxaTD1nXkkuOkOMUSX/QpXadzd0kGLwgdhabC8n4h8vDGSWvUiI28h6FHupFG5iUAYJ3rThGFD9tEvMzH5OAm31Ge1xU/tdn6UHUeAjF4vJFVPpk1A/75hy6GXytc0GP4pHGXykBfmT/m3Wu6sujKVjp+34HZMKVbCovNfqUcw3ucN26y9f6btRo34A3Fm8+DZ5GVccbGMDNgY6XFLLPqOnKIMCaVjbhHbfyUsK9e47jSm7Rg5BrjkK6M9Z7w01GyvE/bRIQhhGldUzy12/scaI+yn/jESMNNoni+AYAXCmhhoreptHhQxCqckRLCVxpM8mQXv5VlFpqCavFMXQOKSqQf31DN6+OxH/R0Sc5m6flsmVMo1CDPQna1xqvlZIBEfIJGxun4jb64hERAbTbldaVtsDTXDgsrY9SjSsaBxWfc3HCN80qmBu8N1Vl8vOtgZEM2kc8WY+s6ZGOhqwIL/AOqCefX94+tylGJF74ZL2ivqDvOgnYk/5iwy8MGwF3YPzE21VZh+FiRU/UXPNb/hzIVhJlEeJKNonmL0Htu4N3cgBJfdB79upDpgWKUv/2CWiMsJ2pmfpZ0plEysvYNjaF8GDyIoaABXJgn281p1NjyrKZM9Q2FrjsgO/ESzvKwqDXHLXICCL2wQXl7t9Hcv/3MsKw8z1jLczGAnC35Q0bmVAdW9XLzLOpplDGXVoa5yiF/sy6h5z6hzz8HTwWqAxadkgzM9+iJcDSroOKcaf0/m7UtZeXhW3y69oHl90+kMpNiLLmaC7QrJVTGaivEdJ8l77tLQemO25cszYp/uZAcCTjLI5R6WgRxduGKArHYNgm8coV+a+wvhQkURPzltyJ7DlxIUh6X8VEnoDbqIEkZFaLfq1AnVNfdITef+XPxKxhufzjvVODxKWeleOWytSXTcjNTX+gi2zfzs/L1I4/H4DME00Xn+GCGaQcOVkOAEl6CDSnDpHYVUSkq7oUeiZ44sOjBUCfGz3l1WDQKOpgf7uQBjziY2obimzisAA6eEUyoJu8dtU7FtcQ5NH/kGydhn4StKqASO77evgXWSN4/jL4pWFLsjhS0HziOns+AQRp914ETWglog7U0v4qnUDyjQUVb28SLpuRy7u3ykuz9APDRAaAIu4R7J+Q5wsUrPSxH/wlCj+Gc31b0t1iD0ck9wXHXZIvzM5nEhDaJnH84qu8ryq5tpWtzkrUjgqdPO74u/NkF1lOqZr0aoYudyg5MuvLcbDbb0+TkT3KXLEkpNlS4o7DqsPuXjBzflnxDHaLNDl6uBMm/rsvkp7E7pg8sfXy3UwogaW0MjJ0/diESZUHDGA8bLdwhGQX5bPbVvphhb0W4Bee1CUl0ABtSS7kOWHpR44C7b65/+uArQgS67X+EYQAMdHQ9EVNhlVElAhyBjXA8mgUiy0bZDnefh7htOZ2atsy71refDaub3Uzt89fVWSzsFY3DV7O5dHNK3HDv3Vyst/Lb3eIeadi/N+aHrasMi96qqv9ocoSJMYk44p53MXnUzoc7Z4kqrQ9FcWXeXSZCpWtl+baKyhKZJvkuePWwIFnog2PoKc42lv4CRAuMO2U1dJmAuBUhn0dYrXSD5daSEqpWd+BL1vZyAiV/BEbZdFSVHd/3jBqmEO1t3iBOtkQjNveHNQ3fAuWES9VMvSh0CD7Qy90ZIri7vJrTmEevRNOi8rojOKfOiKl1oDKkdGZRu3G0jYonVe2YnoZ4Nmi9yZSfoGKsUx/q3ObYM/z7jkKl4eOrdwvJ4uOL8UX4BjIT+pmjweqUwtFoMO+oQGEQFONN2BhCH5aGYk4DJ5Ll91XyXRST9gINyN2vdCbekG0bZm5z6ZYZCDqlg2Fj26XSgQGRBZnfafLFdM5+sGgZMDn2xBOjy0odK3dWoAjPZRVy76KTmaUekybrQPeMkA5eZ0UPTFEVKx1Saiuv6vV5/j5VTGzCMJEDoNaBMY1mbJOwbr0oNdbpAfZlvezh8QErH8HN5bZdHfXcrKyf13Lq6JIbFybp+Oh6Z0AVLKfbYD8ulnbE51S5n7BYv0ga5IuwO508FKU7+2TiNHw3qbgKNdZI6/KtIcoIrj7aL1+YakFn6pCO5d/LudKikXWlRfbiVlvEzKMH8d2mQT7hV54t9XKDKBKMI3Yele4sOlTtNKmeHR08IZFo22gJy4z2nmE9Z3R2fpx9KMfCOsBKbJfGoUWWqkfbFVn2u6e7woG9rE1r2tkSSrgnWleeVsT+/vYJX5ORFHkTEyCXixxHayo/WIaehXbphbuTDONp5rRPKXwb1dQ9QyPriVNWUoxwgvv7lymPjFRn/aKVgl+s4TjfyXACqX9fqz06IWLkZrlZCqTFO48KG3lYZMKmAJnNM5QHqhxmNLgurUgECHoE48BErZy3rmk7CDzCsG7QbSHqL0P0wr3Ht1/DxzetW64ZhwcdfxTCZbmLIcGTVAk/VMsxHYbfuV4nE0dy506lN7RsLnszX4aeZgKIXEwKpAXhqPjm/frDadY7oNPXzJCD0Xojr1rqJoOawCcz+qq57+jRPxgEjZyBSVC0Ej79UHkIssULwQRKRbL9j/+12kVw/N/tGyL3emzrgDO72O08cg35LMJhxO8EQfYbGtjmsoPUE8ixCOvYal269vTSQCf10V8uZteVVZ1urABnmY6dkP2QHPX4Cux8pVzKDbmQMS4O1kkUzD4bp8PDH2Fdqa1hfOLSX9p9lyv8QMs1ZOyZxfHKXqHXyXqhcGNjr7QD2zpSiLWLBFaEad2XwHg2Ax5uO2ToXVll/ES2hgiKYuSr30z1i6NmPgaifBvpIWjJaahZxArpv6jSGM2I21HOT2EZuHhXclVuRrEbeImyzGaYmnk7Ee6pphJytz+eaXN2F9nqwFFOkp0DT6kKFYLDeEYDDNDpZnlalsttvEid9bPybdfOz7VBguNuRIzp/kWAVjk8xSbnx7vgwZVwWLaJH8uDTugviHNfWkznZaPpxJLQd5u33G3QWVtOT4oZGZNxqKtbrnqHeYH+9UGowGEAqe1ldpH3YsrfVFgPZVaKmAO0oyPQdMAUwwGBxZ2RL3g+cbkXBKCMht3NkDe3C4R+8ZSlE9xOZR9hSvQ7HjiftcHE1ycNM9Jjju7Sh30IBCwXIrFfDamyB5ExItV2CQn7glqsEUvOhZ2IGgUEHC1gpdZpbYbcNlThfvEv0otCBXHS2PwG5kJKqnviVH1BzVpZnlkR9w/aSk5T1GPN4p4NjpY6DAVmKzQzbdQioraoAny8ApKFRP4tbMzkyykCSry5UlvOY1U0+QSpEr1tJUcf2wG4Zrd2bavxhY/TfUsbAe6Ol+SVhYS6ahtiFGClnPGr43/s7n3SBe55ijasgJvw40F2RwpGhVtf02bojJGoCKlHHiAPV+99rGpRVIOBHICnZ56TNYe87MzYj4Bp7ClYFR9JaO/BVgDbqOr2aUkqI76cqoi6gnHz88VPTWmr+7ilx9U2IWRX+G41s0AcMzT175OrkTB8XFeRfK/LyInRvUDwoh9P9doxmO9qMYjYeYJJKIZ+ynq1cIXuOixwB5wIHu47kZgwSAXwe5CX138EYvH4y69HfsJwvHc4L/TTDktRsmkVPqWFC+3BSbulhQqHt3CTINuHqYFxah18VjWxUx1NoFWRUK0fhoY0fGHRpq2FTUC+4aTMWzYKRHj7YM/rxAtvwNRYejkHjbrvThxzV5Utqmpz6qNrNZaQ0Sbe0jIw7UZGJAK7d8gCfyK7v+GBp/aPp2MGIbjy743DW2siNiTAkzVXVOhfHMO4UPF4V6mq/1gc9mjAjs+KLLnJPQp0H6zAHKd7+uINF0hHVCljueUT8bW3g6xclt4Z4B3laBFfFNg7LvlpIvQ1J5V4ogj3y9bmOldSqFdMvihzovcvQCNd0/Xd8yMYreuA1FjHiQ4RK3LPHYiPTtmAD188iwa+q+CKRhuS/Jz5fPJX3JxhDE8j6a7KQQRW6kshaK1pYTO+P+0RWRFt+sV7ijJ/e7AbNdZQIbmjcs/uolCuXAggK8dZlpb6T591hWLGTYM5mT9EDnkdXAlNFOdjPWctWOPHqFNZp1BMxnqtu9Fcq1987N0JRn8w2xN6hITcfpRFfPUziBRJNtK6jIKY76JLSSQ4Yyu4qZzl7nlLk/ERBc8n2zPMvF2X80XZZz1DpBF0uiEQ0TcyWkgsieTBrQ+NGEGhxm3Uc8XpYO4BCCMtjrNm6NssznVuQxniuXLjfWaYuL7t9e/EaJ7V7M6RrHtKVD9NsHHLjlUn9jAhuCk3oxtL7pn0Swr2brqKTJmas8qU767iK+Pzb4gBmIjf/UH5JuH3Wj88RbvZAF3f+ZflyZSnqIJgjA7VaRvnBLU7EWySUCzmg+DuBANXWH/aWcGsDWki1CuPiGpc9kAh3aCzcpfWxaSr0SVYO/FsbZQzFkKj61j2AXSlsFuPvn29hB/9/vfDD4GbZKT3B9zvJGsi5ebtg8ohZOrYNGnESjdSwBzQwjwTXHxhy2UEufoPOsa9m9vYSoVhGrMm9OAdJJdPl3/PGBaAv9fk3Y7mySYzANns/WrVHPg7UjJC3DUUMwGm+LeiC7cAqITofwEebHSVGxx5s66x8dLtevhswFfJnUlWlN1jIyzO6Kx7vpR+0qFP88yGec+a8achBd33bZVcQcgYw+I0UfvvGhZkk/yWY0hX8sKrnLaa3xsb5mT0Upv4+uLbmVA/GKaHBzCZZJQFwVCoTOd9YaOeVyPWuGemy3oq2rJfluE/oJpFXJFa+IyX9d6uG1CwRAxJqoOOtZYH9UGJu09bgQhItoIcK0TsKY4c5/CfExjvtR16kCe2ZYfIv+C5EEgfe/ulERQ5YU6fwCB+GpsoUfD7pCxXBMedQ1bq4c9ZL1FT6xuUGD4diGWM2txZAaHD+FhvBjfvED6jaWYpQDg7AM10qdWM3ZOvun5a3iVhlnKFIUM4nQx682dBegf499yodOS9221KfO+gzrMfjJYtgx5tyOTXco3GhQIPadxgg899iS7B9k9eYJgkcKvLiNLvSigoXgzY5+652u8ho2/Btm8aB1bIYwYrJiB2pp8DuabI3zP/sZeRHycxEz/zTWvuSZEgY0UOB9Mrvvxwf3v5OizI0TNl0qFTPWlqAhtBcn8FdmMcTczaKpoilb19MzLE1XKsAKydjnOwrMffSHZGzgKmYGgWxVLw+knmzCcbvIV9pj0Gwwt7eHBv3caFt7Htvg6GTiHV8OcAR82KIun0wBtlnIkMqBYXgzbd4x0usqRrs1T07hg8dP2NzBO+Pulqaz9kgG2k7Txduu/EjNT79MWMtmfe+HGHVDYLb81r0Lil661UwKvs2UenMmOQGpaocfSX1SXdc3lwy0RHs1yzvcoVO+BhU5WDXXxL/kSDN1p0KTAxL6fbUhPTDIwflVBFtz8OKHd0hRbVbggJIIp75rNUub/BS7adirSOiVCKn9HViGj2gIOYi293h+FWuwD3PnVvgtwTFgzNVkZKQjye2H68bJNAH4B+9O2gcDCfel6A7gLw5VVy1KdQl9Scl+hoXUf7oha7PPZZOnpR9l3EKIUsLCBCaGwLC2xSipN4MqwlPEr1i2aNsgm8ddU658cE2zOKCFtN4jFmB7NirjAgqweG7qKP5xXp3ivXEp1iNkVzk8dbfUC8HQpi/slP/vyEMVFdIIko1v5b/lr5rUIclOuETFc9TcBlRii96jKE1rA17mAgkK2JKIeGi6fYLVRgMWAC8p40MDdWNj5n3nPzvP+D67xGCq9tCe+1pB6VfXiJom0M6DAiDVmSwNgBrKu6TL+dB487JbRr/VTLd23ZnJ+iNxZY3nz2F20LHi/QoNlueCb1jZP7Wh8vm+BRIg98wtc7C/x5G94olnPnC/clGOu+7npXd1gg8I2x+Lk28Koj53LRuVCDr21r7DD1+azpAgPnMFobyvfn4ctN0VeWUeLPm4hLaY+BKtQ6lYKzJLe3wxCae5E8RHzhSIcNC5mo5yX2F+3VYUMV9a9mOWO8AfcraDtzdLpIr1PjWZBQKboDznmC4dcSsI3zfzJghB/+Suj6uT9lCdpNW6DJYHC+yPgvU94f/Y5WT7v2z2TD1WtwdUGmYBAPdsQaIMuxUcZCbjOy0Wk6IT9xpic1jglKfPz+//j3Eo0gA6LeMJIRXSYHg1/LfjBJtLAxKWC11nHjOf6wT6c1Rm05HxdjM6XQxcWNl9weJzWuFXxOtI+dN0nuzpcqGaDlUgeecq69nV0V1qaosEOUeBBvgP8t+9xAp2KVFAjCUZZTIA7AQnlzncpuPrR/DNdDKrwEn1MVh7AfTT/UEtuly0tVYQfnS4cW1sF3PZA+sBVuNM/tHHMLwEKyCV3gl+lGq3DhHU/UpT1Q4S8SRrGsBNfcDl1eysbfTSd/f/LoySnRLIjkT1eJrjMhdGV4Cpd0D522AhRHF2rPgjVdvbHOt7JqrLCeTQv0GU0GWInWIf4eSlSf8qHgkTOK1Gd71BJvI2FjUH0cYXYJ3uPfQuNzA+ip+rTjQHYIMSCEEelUwH3o+dVseilUvz69kzcBrlUCGNKqFwpQtZ0j8NxN8oWNMqlWA/MNAuyH/icHDgYv1es+/gkUEd1c8/9EcEOI88XtQiEuFbiCLoAeTCKxvcJ+dx8LdFo2XwuBRFw+wwjQdE47KNQkgQQH2TIaf1TW88X9QzBVE8JLCUWZ2jaKn3ZS3HOHBfcdMT/SE77gBadUA1U3ORogloDQ74jcWBUbHX8yUJskXNg5uXxxOr/8K/XY3Lm3j3QphCRLhEsbbuT47DNLx/qJid6/Toe6Cld1uxewR2LKVoVUOVrsgpFkCczUHBA1J1g1soafbq719OaSFQEo7amh7V2kcKtkFT5FFaK5quLR0My6gGxB6SAeZRdeki7FuxJZ59QnSle6o78eehHs7ARUfj9yu9ywxXRNth5dA7EufSmpCMaUNfgH70LRFyrWZqgEDOVh228eUw18Y9HApsKqdmb2Y4Zq4KGNnCu5gzXl++gUO/8aaaQZFYZDgLeoGHu2SeMjVj4Uq1ted+Rnpe4flV54wvcMelfzkWPrAlLUJ7RK6ZgOtpRIYtuYqVyDR+uTcYRYWNlCLX2yYuh1QFRG3ZmKzQFR+cVEvyHgb70VtvGZO1OuYjcUNwi6bbRWZby1cY8HL9DdCehVMRaBWzwS3tQX+jOVfljRzaRERzxUnNCXzCPHxXeODbfVcP2wfJ0l8IXCYb5g93lKA+ZZyaJRpcAmDO4FD8n7GHylEq9JjDI+wCKPD0ygWruMYgB8o+OhctHct5hjw8MpmsSOIAO9Z+irLzJkL97PiYg8sDqtqgfLzt/9dfek6lWLrI7p/raz/KXEYooc3jCn7QcqDSHfb5j3onFTuFIeH1usIP/UYdhF8hcb3v/UtpT/WDbTegGFuO0hwtzSTB8qlkbzcy60a59lrVf5vyWKbDFCbW/wl0EY5dvgXmPRYS038CdG5GGDRUo6FJZnupMyrEWHrJoKdvchvSDlQ+tzeFL3/Bdf+/Ei21twUglveImia1fZ5Qe8BG2ljMr6VgVOJRRzWuFbxkXHpU+5mQJdinXxJZFwP7rGnWhnlHRsmoTlA776RALcw20ZjoE2XmKmXte8Lf0r6+L8l6Ku82SsxobftObUt5bbIjLlC04RRTtw1VTgpkKEEQ7sgIEsDwwJn6WPyYnOhpcMtx0dzbFA1pX3+QWpKRMkE8V38oObVe4NQn4YkjQ8ga/7BOjKndnEIZN7zEfBExIcqCIoRA+GdHYJsFFwxgzJZq/RM89l8EdLr68TKD9pJa1PvgFO/l+Lwc/PiiSLdKKbiHhKIcGfHFkgWfHgya1HQ6LEseuw2DggU9nqQNP3nXpgZehvcfYRghNX3A2L4sBwcgQlt71wxNxakf2+xS7S45rFaXXohIVwcZKk545oRgN5vZFOsQPDtO+e8FalWSbNRpQdDrga/FaQ8+DvVajxY7teXNGKFa/4mvX8Snd6l5tbfo+A78ICKxs4AfYb9CjVcYtyguV0i4IokFQhZnyh0s/vjRHNGGyuzNqDwu8HzZB8aq5AcVPqs6xm9ESl+pthGuGBmwJZtBNalX5saqBJBhYBHeq/LnV86FWqKHYMY1LqddC1z6hwWqy3ibtWylJtIktvAf6YI5KUtOnMZDQMov3KJunHMJPrgQh0cpS4XtQIOZnc3p/WV7bSU1TqJVGV0+G93e5aFkDu7XRyHvRKmbR8HyEO2dPtQRFN3B9PyVt7MHand1t80XtRxYbLN7BFf2fU4/lb+JANXrf/HSnf1oAMc0TAw+at/lQZeXXYA/pqDlVLMNOMgvs1u5q+IZ/BYuRvynfCK/kTSahpHkB4MPDGwH2W9pdgnvZAG4VF6SIand6hC5BUIYZ64iPfs9xh0826a5vcrdQpsJJv9y+UMEHjXkLs07njTYBIc+sqsEsT5y9c/m/Grcztr8lLm/o32J0blxbY1/L8vTx8ACPid2T9lvBuZrc/Zza8MHq/pJs3j6gyG+fanwSnOK5mkxdtqHD+6o9h8QmlyHtc9wsm87lO3ROYd6J9NtyxxStdlC5sVrPA7YnlhNEMZxEpdXM94WomhU7zo7ug0q//GL6W9Q6QFBLL07OUrp3U6p0yG5x5tk53HwNP4ssCMi1Is52m5dM0KnSR1CyC7uoKvqkRIQSVccChwDJ+vxslg+jQ6su2ZHPrlY9r44LfIxA9CU/uwUgYSehAqN1KirHSTVkeqPHGNBqwPrBcRXe8QAMLuk0pI5F+OnJ2CCXQD+YOPmGEc4BI7rnKNOnLPJh28sKoZUUg1ngtCnbDT4qiJxbC1dBTUH4DV3Yn0RzdkUIy+DTXx+54wOUP344zetXnrpV6I9ZpRe4POzetm3P873yF0FWFI+uUkfmsMgpY4b1gWBAXBKaSLNsqvlhDLx/duSX264r8uPyJTxa7R9U51CzsM1w1kC7HRkPC3OoH6IRKQOwA3rRDs5k8+OOEaKbp3qyNj+T5GuMCrRVGzf5ZASdRnY0h39K1vfQ+/+2bigEfcuhmB7XQDut6RvGY32/XhN/TI2kCw35qI0ccE2vEpSg+NGUuFMYqZ1/SNV1Xi7pS6rGs6GZo799vfCFi1oALdwg7Y2qjr0a96A8jYj39NHvSCJQ0frYMzhAKL6eq7LQ9/22eRedTov54miyObeqwFrv1p5mwc72NfeRr2/cfGRfpB/HMY3qx53qpY/hfLuy5s0hwCxejcYMDcDIsqembNdhCjj1b1XZnFeFLLEXKN5h03l92kPaxG+8+x5J00zSrqNdbFwgJHt5hTG6VWwLOl7xNRZxPBBReexkYQt9uU4MxbWEs6eLlTlcb/o3KO/9JR3wC8ZeQHiYSNtncDb7Y+wLVMDBbriU0xWj/dwXV8DbR2oNPid3fyFOlSPnfIL4DebvMKNa2pLgWiX13Oyq8Nxem5uIkkRwqQCuP7EumfSlwLhTPWNvfYttpQm6UurUZUBq45rzQ2BRn1cW0G/Karqkp13lVkWrYaekwTI2IgVVchkz7eh9Ki37zIfNh8vOWZoGXDDh5iUgVfOfCL/vCaJcRN7/iREgsdvz8uTn7h9Pt8YtdBBZ+xCUenOv6Bvkmy2wUd0t9M3flsJ6eaa88m272TphRR7DWk45yD1ZJGtZNQG5atmx4elIjfR327HUrL/gt234S1oRQA0JH2NvbDLd68sHnOYiH3YiPLKDo1ttyWV3iJSjn6G6xq089axkZDR+/4oG93ijQ+FU/IXPS3ckOsE3MHkTF87jc+9J8Nlnm/UmbkBwOTsMtP1bkH3y04n92Rkf+eWGzuur+p57lNGsbP4w4OQ0+mLGzvgbgWa7COQMmiMSmfTyXXAMo8u8W+508096KPhN6StLH9vhsYMqEcyxeTqfjIzQADVVi7jJopAnVXFjxInh5wgmidWU7HAfPhVymKJamaVAJYfohtWLYRTsrkxcLkgvEFQ7BugFWnfoutC/qwwGBBMqV/DmnnAoem7NklhC19cvy6W7UvjSWNV4Aph0yTj3R7rfsq39Bj3ROQpeQmhItZXjB/TCUoG/88W98BRO3vz/HrFxgUQpz22oInSwOnlY2EHLItB19o3A0kkF30gprBFqfEk3aMb8A28mFBc6XvU2P6lA2pPfft1nI638LG5Lng1g2m5ZEZ9jaxZ95m1pKLnwuoFbnwp8CEkO2Xr3Pxzc9xC2JUKHGGWGl+yBVpS9vgkYHhnVp8D5X9ChHROzUi5pa4LcY/wRe2llCCj2ZoJ5Wxc6Ail4JSsCN9BMxalWxYlZJKf+ATV4Yuw9QyMmD80ndlWJdcDUFN940fSBmBdfl0j88ph0jMS+DWA1vE1+GSOv8POZcjCco63F/KW+nr3REQFFAkn8oVSYRCQQzB/7bLWUVMUrwlMw6wlafQiw0DFnG5mlZ4gkIHqC8SDrssc1PcsWV9kSsZRHxl7lkaI0uyCyA/DR73sZ8gmUoXS+tQtbO6rJRDvHhT1xRlbLRX4Rx4Gqd3zxx4jWZOSXNv4mFSGK/8oiC2sWay6JJ86XOT7guhX7z/x6Fz76VJvmpTEKrJu4lqX02OYAPGXLV5hDlMjFxlZIGcOsUbjMUvy5wn/qBZ63UUsl9Dd1w1nuoxaYGhZgg5Iw/eaycge/Xn8BR9/ejwLQIALjJI6WgwwqDiRfL5U4EA2+XsxIslbRWF796IZYGFy+3oV/WLdC2DsyshUOK+PnVdtVLLXK0Ac5uM2pCPxT6tvm7nWF1znmORWzFX56sBAuqUF0xjTv84qPedb1rivDM2iAXHIuTpUijyIO9wJ6leOU5iFbVJvVT8pJ/PqtorTh2UFrHmRGH/2Pv4t6BCHzfn7gTg0RQuHkToDE0aTcA9qIFfuEvDMFiZppA5fR6yFyUYXV+FuwPKhjaYh8BGhoBABZIl5sckHeM1Zz5HW0dbnR3/hW3xqiiiIL6XcyXpJUMonV33X81s09OBIWz/8T9Z3LQ0D1WaSG6c09pCvr42Tx+91iq6a03+ledVq/JGtOlrcOMaQBL2PNuN17CDybR8n+oDVlo57JWE9B+lNOHII0aMYuNgnWfia2atjTSiIcltmhad7Ke2ddiVouaT5WkKNhpiLcgB+qxJSGJRU157TKJi6vb/BDAVslbJs3/5/LaEJq1ZJf68tY21cXHW6zHzA6rfMPz7v853mPsice5JMvc5BsOdKpxU7g//QXfuHXWWzAATBVqVmw2ekoOngWKHjKvqVhVf7yp54260RYNiER+LKYwbIk6RzthBqvNqgnyHd/jx3j72e3rpspBF/xUzcPyw1iuMU6Hyg3cypZp1Qa4WemfEE+2tgpyH9tXBYznZwfvZl7CxQOHna5beY7B1Hed23Iscy3OINioQv6dbrgyoje6nIh+fISiOyumFgM8fmBX0nB27NISAi2VRcI3GPKDwpWCuGnNqpb5E0TGSvMaIglsXE2z7MjRUFsmiOelngifV37h6PLs+DoE6wX85+uoxsVYuhJ+UqB3Jk9aC7Xc8t/p+RL01Ec2izghc3SfP4qoy6F3n8Ogo8+6YAip0yvuNpDp0lnxIhJzvvLXAuAlhmGvoBbMCDxROY6a1LRU2xGQMXcZlP5Si0QQ5hnciOf/P21l5RO5DMd4pbQ1U/P1CP/8672KOsN+wrljuDyI5Q95IlfJ5IxRzhiQdX+bLSWpRIQxjOiL25RXNLJPkdyGhPrHHPQR/2IrTGKNUSB4I1Vr271C87ImtBb4ubrxtyEqAhYQ5gG6CWLonygUDE03tQT73JsWtq7z82RjMVPnELUYVhGx/wXekCAXfiyoerolonTs8hllqOtEWgD8jVDtYB4Q+r9T/UpeExZQGvV8tDPARZov71M9nYa9BMonauImUreI4QJwDmeA+CYBskDhB0lSU2qPTd9kSQvp2cqvJhgIReCvgXmDl1h2aN6hVMeyV5I4OD+CcqcPlfhmS6Rd2JcGcGi4Z5QAfZKH3QLMbnOWA4yv7PFhVupsoJgbJyCmsh6d3DPRCgAV+nRGHIj6T0Gu1yhnf1fmCARChaeRzN3AtPBaxLMXtT5i6NhP5Szl+SAn06Zmk/QojEOmGfhBeDvCKv+EFmXFk8Q2bWY4p5HYlObTpEPgEgT2Q2uBt11o+Ncqv7f4Y0kQNpxUadWE6joeCMkuy9qcyZV6vjYLJX+Xjvb3iA0qsxPej/s1Ku3j4bAvtucEiOvs4uN/w2NNhSOslH4Fj28VVa11kxFPl/ucPjFs+QzUCF2EUZLdKtXWzJWjJdsmHCxdizrDKnoRjp76GZpZgloo+VqK3H17PANCNXumZkF/nr5DSNSa2AjWxdMIvsX+YrrRFnpObfRUkG3XKvFfgp1JfBErgWypGsq86vC8zNmWSowt3oNJLGaLAyraxIMYZG/ygJpxNHyRSBkUS4wrY5YE9mlnzJjs5UZzYCRcSz5jmCY/BK9rATXQE8ObpOoEGSjwghXufOVt8CjjxHW8qdJZe4Fw7PX1UGngGgg1HWbae3af+7ott+frc73+IimOCBXFoh0XS2y247LZGFRmsgmT3WI9cqdtR09JhxIlZmeqWo7dTxUSVXkE5j2/d7vU2xGfKGr/8JBLe1WC4ZT7MB/1Cg8wLiKKf6AFc5IvaLQwa/6TKPlxGmWjW/66MJr6y7ENOP+toLQDus5ieiDJfCL8RIwgntb43PfyDx8sgNJo+7ULz7w2lwqf6Bb69uQ+aHUlmnPTqlMY2QSaXwdpuk1ka0Bhn4dpHvUasRD3tZ6T6X7pz5HzCI88WNvHmIe4PTzRAuStyCutg/VR6veEBi6wIxyUfcdI1ZxRmTB+BXn1QusQO7BHn9OuL61wcAGuex2TaxWopyhgCYrwaTmt33sBOwsW9Yt952pz0P/9vaOdi7gEUYNjYNeXw3ShJGTu0oA+M82wE7Bbd6zSjAWl5I9A7sodyFPxC1ViMvIjI9XiHPBb5piiGGRo2LfCUMYSh6+Dmzo9YMM+z6SMbLeBGdz4FDlC2JsXmNYeSTrbkVdQa2D0BPQLE5MbM0PrkuvyC1WqTxGhPjokJRbjrd+JwjiA4Wgu39fX52Ic2lm82IlVeHz1WwDQ04uhilhpykaXyyh4/j+JlNfekiHJrfOXQ3m5zr4jG86R+0O3JmVveIrfyRprD5tKUfYQ7rIcCVjmEVnsc3h3u3S/TdBtmLPY0LO1+JR6uvTdRQCbGgAL4TBKKwe7dP1VWSVr01Cy/vhb4DK24jAz9FfGrYAVfSxS9mUkow7Vo0CdFYheQRns29cBSG3v8/LRUhUzJtORsfvYd0BnmTtW4UF59s7SVYpgLfdLn1hjb9zAxn7UPSBI6cD87pLIBT2xtKVYwCFWpuD+0HHBW4hv/0IDBbJs0/oZtzPXd5moUFRW7A9H+uhnYDh1yZhpkC/BllR5M9KVP/5q0epUQUdbr2zWQjv74dzcr77xMWtuzsR/ZZT32gmkTgQWKlB8CWTZ+9Se4yct1xSPOssWUNV4Fec1c5o0ol0om16kVy3ydWECrv/RlwH3+HibFFffws7XjPPaK6snhDRw9SYjOPV4+nDfVbSdpuQdzDShCOvaZ+H2SXLAVrxHUsSRLL+TGALnQ0nS6fxurq8cF//bkh19LUfPSyEXT24AAH8zpxqxuMB5dQAhVIAlI8RhNODrHkmnhsjGcFIFOWB5D6MQN++aS9hCRKM/L7FC1JOuzlwKDCJ6GQpkL3q1S0+t0MlD5QkW6F7mINk/lAKanZc/N6SAoYMX7R71vIi1PF5YPh5o3mgGZE4OkY574JxMpRarafNjcFlB9xj9BC6wPTymY3CwE5k/Mys+exsL7mfw8GcbvaAWl2FxUcHlmUzUt2Nwn8CiGBVCW80mak0H+IPtQx9wvzrJJL2g4AW5urGXSurmix4X4iXGjUm8evYb/zppz4IvovMmOLuV+A84lxPccIg/0f9KPxBHMWQ5VQEI7OARKFHnyhx9IOX2eaAYkEXxZSRNedBbRFnZp37kB80NGK+SxHzqWkvOmjiziE/kG9kgvpYc3s5pZ0zBjjPOkeFLr5CC9x8eDrqWOTQezqSTwdpLLB+JyMvWi9P66/xEBxbZoyteWVeNZ7apg7xUtDAWa49knmSmqhPsKGovMWpEVWMYuA1WO5Kmy9fYyzHtzyjWqT0PbF1MB+hqQdxgnZLav+hrEYpHbfkx/Fyvg28p54hMJd5eyLqvthIj69FZ5z8jOPpROP/O9kZVDrzpkAeqS4JOzEMw107nv86BEiRIjPvbOR8op3KQ90MDLM4BBZE6CVNhLkVVDmlE4AyqoCBOA13268Ikk9YKKdBxK7hhxxL3AZ89Ou5cjrW5fmKrMgrkuRj9OsGoz04PFyRaP76MrQXFR/HsuYuyKlMfY0Bt3Qvci7Nr9SmNj4+6FJS8hPAAKunC04lNEtADmm+X5o8osbIRRZJb1m+3EtmJdjSpn/S7WgfF7JSfNP02n5rY5uVO5JO6b9fW7kHZbYOJxYU9pFv9dG1WMW2oqldVGNkR8Fmr5tKf069Ap4ZiS3RAGkqNqY+l3ye3Gq1ZwdcSxQa/6fQ83ZMDfVHcj/Yin+P/gjnmGQJRLEdU2A6qLkLebJ0uVot5k0rK68N43R0cD6fDFQLXmv9VaRNEcMTvqVFp25eXqeSjdGE7kvcJkOTNwhdrl9KEYm9nif2PrMIGlrTQpeHHvdldDZ2ydUyCLVPzVcRnSJ83j79HrdM6Ukv0zL4v5W8nq+zUZWt+vtn5rhmx30AmC1SeiN9zZS14TbqPZoy7lylEN/JEXF5Ifw+77Qcnb7Cy7xzxXDDSd4pJmSrnvmXAlN8Ey73bQiO9LBbyY+h6hIMzargs97f5qK1JoJLEi7qXb4A+kVumpxfVPtCsD6pr3tcx5bsp9J3uqAugBefBj2MKk19HzFeryrFkM9VE/QeaSgte9oDO7Uy6leepzvEPSmahT0p2+TN/prbGVP6HGwBz6me3aY+60JSaD9SH8wpfhSOno+jbZGXdmFmtdS/IkQuinlFArBx2dvQ6IkG5wRVkYOiGYHQTRAxS8nqxlk9FjR84aJXNnIv/LPibtlbEI0pNzQNgLu6lR54aqtyWQmPpXfzLfhJY78DiISASdHkLf/1iw2uhn0B6DPeSCNuqA+J90vCPSGNmTg1BKR2DfwjNUaVoCuGs2zciwx8Whs3A5gtcW8JaFSteL4yNcSx3w3AGb9xV0MVc0wesLvbXJeinHcuA0nNZLyBiODCrdrWxyUqkPB9LKLp2YZ5dua9Ke+5yVednDE1VYm0vydTAUM9D8E26kASbtBgKqpwOmbvSY9dEnJpJrLRZU4xu84XbfVE2GyAGBMXxoLhyR5gqCnmF5BW3kGBUgWl223i/62hEfa+fBuefIrxpV7n7kkvxuXSKn1EtKtAei27GVr/hIRhVHfKTJjX1m9tlqPFTuBN8S0SeWt4ijgxYp150W83YsTUgB4WA36fminzweA1WJ95faLqwkQd0kdKf6CbUupKPxI+BB7JWehfkUP+BUuNHrt/jLN7kxYS1dqb7Ls+srrc/2tNGnexJDcbEkGrbUXY10lmqOYuJtNVd+gliVaRfU0jfBjPMBRPV0+QV3101/UQMt3MKqbAvIrfZb4h6PIQSmTSaHlqkYR4n9FtSP6+H3CD6JG+iG+Ds2QPwIytIL+mtrQKQecy0CCbg8BTD0S4/rAcLJRlFI5VV30iK3dBRbQ+p1rhJvnwdKyDwrQalaTVP7GMN76nulKkouXjpGJIPYq+vqqT17Fh1P0UBSCQvNCLYH+E6zSC+qCdMPtknRTrYRMtslaWKXFtZC2k1IGfVWBlqk9DUeomiHjuAFEAIByUC1l7gqyVklaQniltblYfz1wbMRjjv3Ia2yclRU1mMdWo6nBEUBxOy74wulPkXpKgR6vCr3onNT9pxdoSZN/o49dAnCPgVPUKH3mcyucBJd8IRFgCZMQitF3kO7d2Q8cDKI0vSwPH9JGKDZRIsdivG9FypZgv7MqGuUl0tmUP9+Jjkh3BVJvTH3mStu9gQ98jPLYNGAXh4ard2hunsGm87GF95I7iKi6aPYTT65gYH7VOinYY5lZTSPWNxvAsRDEW2x9YuX/Fv1bP8TB17lxGE0D31ZbUhti9HSVN0rCu41n16IboskBneiPdk+9Vous6y9VHjyAkp0lmV0KlYnX5Dp8bXzbufYDj8aaxsrK0S1bQZ3zboZmX+J7e0/U6tT/NzAKfVWMhvTn+FUywPpklt092W8JwLkBKxDBTe8hl5vFmqZoYbeAjHyWwncmZOr/CGq5emEaE1K4Tz9OudbKGfOJ0yXwco0cBG5FH0rVfPhetmf26ibqTZjJUzrVJLq51RuUcMJ4olLVdbCJ75rfzBZn0NcSiloNnl72Gv2zDrOu39HAv9emxI2tzePtMFChspfHr131IMLKgz5T4CfqCMiRMqVqUEAYAsUgwSvJ7cUJW5musKXJKG6EdJYqkO6AIZwy9WmGrw/NXccR7GQfqITT/sYxQ5mFJdfLVqOUNqkaocfyje99nNcuw+4nNCdGxuTURSxUvgfAeVwJi3xK3mzJ6jvvps5Cm9ODBY8MIXfRKAwzSKbSQVXRoeQwNw7okVYakCQ857AO+kzspfOSlK+7yCYdXd7X0/gjexE1P7yc+HtWy/n9ZUXAtji5qnzymLHI/Cj4vaMiRhMGa3/2GdvCXvheiJIFVluydmQe+Yveg4iqNECK6XpyBZhtI+fNZ3o4BffDgpdSIj+PC2PDO24C9CKqL4IUBVZ+ElIHa25PRS20lkLZltUErXmumlxXIvK7IcopPDDkt3LfiNdG3mxWozk32cn8sDJzH+cKZfIEriA6jij9mvZxnlskTc4il11xOyYq1rQO0Ujyvg9IxID56L8clu1maTTNQhkc5ywHoE/b5zvI3rMfk1GTtu5O2sn6P4h8UdF4j+iSK8YMaGyC7UrsdkK1YZ447LNJrtuRD7PDSx2tDnM2q/kedeK2709wYiwRlE6/Ctqj1HA/srwi50KvPgvSzZgsh3wKuPjoImSXDxd+GvCZf9TWzcCzAMp5Y0SAc0hQTzIaYTu68N1/ac7l4Ty1kCPAxnS6lwYFOIVnthrj7cV7t1CXwYs5KfvxjYQPG2smWW673OY5k7I4mjqO9/iDNZA2i2oydfY1Z+jRI3IW1Ay358WlwSvf7uC1jbFcmDPfcqoG284YeP+oDUtVYDOjSdwOH/j6PT2EzdmZO1kr45fyRSnz9E5lFCbGq9HWfWxFdD8qJV2swuJfmX/e0wpqoLZzRa5tp43ETsC+MjmCKBjxOPmYTYXRfG0GeZWyxtyPIz6JzRkm/5AeHhtwsHyMG+DhMEevmiE1OQoJkxGPNNjdhthgu8zfyOG5wgrOCBJfch9i9V8XxLlnpgzO+IGIcymzx0HiHrTMm7Sx12fa3tUYeK9f9aM2nY0PvTznS2TrIAJyI8BvYWa04iuWwZvKPMYWGlu5taur7NR5ual2Nyyo5HRCqqFF5CTICTG4fSuusm6HoBlLZMV2p4raDnyVdnw265M64xplnGN9GPwyUU4yTVEnehjLHH3OxLM/qBzkLZv+N9Izcde2zdD/7VDP27a8EYscasCJKAxpPIrcVNDopjqUjhECvXkbAzqdPKAL1AJXqZsH71HIr08nu/vNG+1zlaT8441DKXdmv2OCiLPUe/J6OT5wcESLiw9pckqVkKxwUohE8dxYuOgmkDp3lkUV/pXMpJc2S0YW2+Mo0ZpWvvR2glkG+/OruxYkawV1v4TYyB1kjedMoDMBoIuD7Ra/OGdJhY/gM6D/QNiwVNLR70QyctIsYVLw0E4HGo/4oZ05aX7xKju/TjYt2Gijn85FtierFQYdeaK56ombVbua1wavLT7DBHT0Rn5f4LPzzskE6LmQBGGKvsI8G9Xp6VVT9vD3yD3McoxYNEEvYDXuv6lBlB/2AMOhZZTWnF5sHRk346kqk2mobdqWudVuqOMCw6ruWL4fYr7owgclfrUh4TFv9kKiIpqhyVVjo0mu351wRLuEUqxfzJhvmvhQhAiKTCuLJWIRR5ewjGfx5gDKUUUk01bed87VAr/1m8HLWhgPuse5hDeM36ViwHWLmuGecMi1cAuSZJ4C6YeKB+jvvpyDyTCBlckCHnZkqTP0wuGMjOWc72igcP01hmHsDLtkSyGCKSnTHlrXi3/eErCrZZl0AiAZ1a1OtMoZvC2EjNDTiVsC+zJ8aN542CHaeYsgahXx4JLP3r7tahVcj6fIK/v6OUiUnDtiGVRfddyoolgpzWEqeHS7oy043s1kmi/9SJNju3OPRTbnwvnjzAwGqwTePBNq3Qp75cVuuQwA/+NYI0IR0lRxYWWuOFWdgE3X8qMjTGmkaglIQxSNvx8OkWmRCrebcXU99yV3mimWuX/WEPR9a+UPYzajo6c4T2imzujHUJExjRqmmH3zEKF5q7oTbG4hiqw21Ac5ZleDgFZHeqWP1a6Asdj6dytGzbTFI90B72eRqpozLnNAzu829RF2nDaRwHxdAYxdtK9aMtgQW04MVoS1cFNfF+ykokxLpvi572hZv3B+kFtuBYi+67D11FmW/vO7uj0066CV0RF5czsetOC9WrbVYMzp0iTHjQ/CnbVgzofWJTfuQ7NaXN2l2V8EulUU/Iz3q4b3g45q4nvPD6s3BdtCbLFCOSkCWqc6uY5vzPCmdtxcD5bD4bhLQ/tKhShRP3qZj1faRMIjgrygDRTR6N7zMOuqx6VNYDG5tl/T5Tzrlzy/dseKrbHdrlYXWi9DZtHnXhJNQTeLNKg+FzyU+wGFW6tOyuhcxhn0iUX3bxbVkUlAtfBJeZkWRL2ihKCw5utzptR25xGWyRTnuX//vyvYMwHPYHRccrFfo9+4TZtzFzIWEyVsmUyOJXeNuqUQIKJHhMTHtJf9sPVEJcTcvTaQwUCdHiT7E0iuSvRILSNnEMBZ9krZnOVKyj1rM5TYmLfujSnOp8ol2CZgA0rOdQxdBK29tcDBdI0N9umKNsrDNfMjXnOxvnVLKe11F6RKJA8UIKuImHQDL46NAsRf+1rc3cY4cBG1A2mJIXCMNs715wRA9a9hXKSBFeZ/wN2oVtWOavIKKAX8ibXhImptawgHCmO6XkNTnV+Zln5ZSzpDHzcPOnVV8f48hGR/97RU1+Iu60WuntWdjW8hMAJpRbtSfu1h7ZXbE0qreiq9D1AM/Zw/opxOdjXga5ceVlPG8DytgDomX/RrhZ9rFdUxnoU+5vrQDQ0q5DEcyVzIwLKeGZuUJoGqPEDrjPsZTN/S0XJA0bQyeepfDQ24gD/VMrJ2ZXy+4gS8TEmWsnVlRbMPxjOtI3UC/AZRpzrPnZ+y+YMSYyfiXtpoSKpuF2XPQExFCxpBTdp3r+Qi9H2Kv4A8GKbOnNUDGGsEM+XPABmSPY++Piwh1+B2t0XrSlfh4BXheIBEZdMgcOU66eMrMSxEaasq2zgsmKcqtbzdXJ7WJE5kQi86Q85aias/3x8fI+Z8Ft0ESXE6tgG9ij1zh+RDQcFr5J1nBpahddJz89PKcd1yQLSVOl4PspEu1oJYfz2+3K5nYe2W/9Ej2oQD/2I4LD8TAZ/28t50ba/3lagauSNiik1XqYKk88H9MZ2r9FiA0vrFpLhQp64PAghdHtKpwxk9nnrDn+u5rhHFSvxwfMAFkwtgIhOyy7kTMCl66pXgFYb/k6QKLh23I2KSh0Kqjl7mukX7r3nV/m4OBW9MsG//7eEHWEGi/j0xNO6ctI3MByMkoT/dCk9Tlu0Tf1Jx+QILsX3VzTK2tspeYNzNxFZ19Rr6QIDSOhWqx6J1z2ZKU7gxyNrXBwTYM+nYhuGH7ta87SHtqdlq5r4XGJCSxlAQ3/MggAGAniYAFMgpYn1SiO8A1ivSIjvK3KwjbNS9QmxF+X4pXyCY7lifYpIUI4wdV3eyLJruhY4FRORiSpuDMRCDFoX3JWt9GR6moPEB+sS3+P3lKL1xJpyF8vWptkJ7w7jtGO8tuP7LyzOgP3AICvmWNKj3CoYrAZwRwlw3z7R1+Jn8cUI67nUT2zoEKDs+BsHUvuFE0tfGJNlbcjMbUfzPVyhqBZpK8veag4ir7KiGAPTAF/s6ScVREDnfl8vioE/3b6tM3Q6DkVo4eJso5MtymR5dHvQYTyQ0LmOKjjKfjcr+KLhO7KDEniYvyDWd5EhYTsLpkMC6YWYwKeel2jMXGySUTjSuMPstwLBglLDrNVhlgWhCMefq1B3yZxxhMk0DRX+j/1Q2coh1Yrd+A2A4FvDNgpt8d2mTjIv1UM/81h+PQEa0FootZjn2DvSbwy0S1OecVP8oAc1nUJYHrv42h6aLU8y8ZDVVchuFTerKA2PYMbLzaidK58rWBhqa/oauH99r5IT7OmSWfhtcoO2c9k6GWweqZgEVuvr3ZNlPyiE+kwkXsZ3GBhFU7AtAvQRoalBCfAfmxyT9uI90Hs9UGxyqNS5arqsrQKBP4X55H9OtVUdnzUyGrdaf6moJXVL/gBH5LetkqiaASUl6whLzpGbER8M3M+uLjlVNVNl0SS3IjCjBnWAChaoLIZMvtL015r7YMDgKApbJJFeCH80Xq0wcx/RBxyE8vHV9w35I66ARGAuSqbHzZThUto/nW1CF21c6NCLxssimJKDjCgWKphjLJg3rrJL4ZYT05he1kW4rVwKxLmDCFFpOLffkl3DHRfVCXTTK0H7Jk8eBlKf5bEDPb6vfD9XtE2SfbrBb18uXqEQWw1unXO6eq6PkhOqzzJPpkPKzMOkG36kAVUNXtO6ut+b4WuXsRNAp35sW7Dp7yiOwdcar5ub5HbQUdxapbbw3GTu+ZVV9YTdGGl8B+iSkAPnKhTSMgpl2NL3/4j+y97TuAl3V2q//fF/pXe7JcofHO2OBBa9VyjikVtQg8s7zZbF+o0//TPbf1KvIM5qzFlod39CXGdE6Hd6YTJWdGWwDi62TZEto/9q7nyp/2rLMrHC/H1HhpxRVZtMSji+Lvo0LHXWOQ0MmZNKoyRyFmvN8En9I0lx/Uu7jLZvLl/otheN3XP09HWJ9zlrwBs6u0xz44ZjWztn32gqM6y7SPKxcPLsaEtijxZz+xP8V2V4/fqEDMtRkelHTX2H9W0BeY3gJkM4+j4WMcSwSZOlpb80Gn9gJo42qDTXoG5xr0qEFhfBFuIirDgtNV7zEg3gY7QJ12C41rL0sdnjgKypUQnpYzKfOBOPnI+GNJW9cZVqYZl5xeW1qXGnjghWorKyJ9efRacPUSudzp4JrRwKYhtW0Qtz1LJrn97/of0cUOdIhWhJUQmy/eyVTBeX5fR51P+E/Ubddz9dVyqNW89sael/ioS+XQqvU1YH1JvJrMlcSVYyojhLdGJFwJq5dNu3AiOxFwjaXKtKy0r89uPH1YiNtcASdNYZntgPMJi2SrdV1naCXDqmdF1en4aC52ByHZPoTGcPPNA85qplPMPQHyo30tJhh9rDjDnq97J7h2IJX+U1386R6YbwjTPhg8IDzmDA65YHDy/HsulQ9QJ/sikqyM2SSE7kxwLUghNrba21FF8oWn1z7YDBO79j43qgxLSMzBJwfBd20ZiJ/s8EpJuBISo7DaRoCJnXOJGWqujCSHLIKishBsLc4qNvasY1Y/WyYtElVW9cbWegowPG2PsBH26FlRIuevk1uA62SRTN3Yd1jnC9MVYtxRp4pfs4+b8jG7rH8sbi+RQfGeFjk5nHvbtXttI1Seo06touu8xdsqoJnKQyKOqojSJC5sWIFnEerOk4WGJSG7ois9HP1FYYc5emt1usWMtooUk5EEPGoZvqovWaYyk5x3ofjY/0ChhprFMUtK39bl1a7wZAcHBHxKv0bjyQCuGt6oPSQPUDDu6388WaG1T2bWoEuu3sLxC4TOiKm/tE/5O8mIlK59Mdt/+cVtQCAzcUscJengFCDqnPXgzQncU+vh90b5zMOjVpphNYIvWlPFvL+BdZzdDHL26WT3GyP9yytycH7BE7eF+DMYbf5vU8i1561xrxnBiCYIqpFM5qUv3wNr/UGvUj7arHb0pYKwCO0vBW/zYb5HyTN8z+4IfvFr30mmrmtuSkiJ6TGD3toH3ZJfmauxUNAV8b9ERqTckyxmKhPKnQrLPNhaKjD28YDCcFRwVu1Ih2KKlXw346XJ/SxFAWcLO/OUUup1LLhrFduOaD3cYeEZ22vZ+gvHHaPsXDo6FIf7kYfPZbhIq0U9Ehkc6H3l7f0qowkHSfUhZjLN7u5XqbE8loRQSrWkl72NRonW6DZk2d1mxKESwvVf5mTxQ5vbqi1M4gPxpXSraWKTK2f0RgztFD1/Yxq1DE8UBWZ1yrRt7wUdT8+tIiOHnDJDLlRTR3KBd3mmRD3t77vTw5GPHtRBwzVmnfltzqegvmgmUXdysSshp3D278Z8FFQbLcqfhq2oxYjIjpIKYb7eSl22otbYJImPgLMpTEHKoaVdgo3glKRsnXbCZH5v/7bFS2Vszze7oCuOA/hWGjn7FB5/ybB/AE1XISLmAWz95Oi4PbD4kO7kIl4GKAqA3m5Ty2Ankmr7hXl+t6bddSdsmnLyTur6sUlz9qL38S+ZMRUOse1lsX1fOOm9489qy5LpzT/El6fP6QTnD8DnFL3kfIahJsSX8A2zPECsGNsKeXnrEE3/eo/3FABON22ue1U6iAexrlt0OCDNGQKaSlFXsBHlqn6o0XOn3rV9/c4edK6qtT0HygI7oHeWm3/CEHWko84BzTBoTShvmm0AhbF0Xa+Er+wHoGBTry4Ek17gsJ1Bh4rZFjuqQSThBdu2ynaUz7JPuY46tewRrcdzOW32o0OyCrBNoVBZ/Kn5FT6JC1IVtqr9Qb0Mlk8mmIjB3XD2RSkwlz0Cl5Tjg29kiwvlh5gm+3GFZAnTAfA7QJdlZ+hzapCuL6aegahgwRaNjoTV1Jvrh0bc9bKWOI0F36dzw+YQyhx5AjP0mLHb3ZxaJtpxZGjyxvskJlvIt2R6ETzqIigEmgdL97AD9TPqT9si6MK/9PEiB6tkWx24qy4L3VgzsPBXXnghTU0S3J4R8oO42LXgn2XP1G2UZL5ehclVGVqhgJKYbYEvs8SgkUO50faHd8UjavGWUNURRmJwGQnyDbWzzPgoXiC3A+ZsGQG3a3d04bNnxYtp+LJKkwAgng8rb1VT3xK7eOq4J3UnI2N5itGCwP+1XTvWc1oE58DMSvsc5/7Zp5gy6FY1ZHB7vxS7G9QO6FxdDjHhFjrGm3irYxRzXNrDubZVBCgq4yT3Yg3iRkp0FC7xFu7ryOWnXM1+LyWCgT5XwlwwI1+uf/A6+VcefJxj4PWEXqtlS6/4MyL7++PMtxFLNLn+0xz0AzoWMfUbCrcxd1SiA2mLpVmC/A6BSBIAHr++PygJrzW72X7zkYm7hNg51D5+xT/NgQO5OkN6jA1anYprxtpdtUjIcCNAILrg+Tx3q7nDJoOXSrENE1egV6jQc6w0rv4fTIEF0bkLs5XWfsjtaIdlmshwnK/AaO+1dkoMNyVsr7fkfp8wk49LNOyMBLU6SHQxPbg28VHrx/FtLSvA5sLU5v+SliPmzaQRLx/fNTK7rq6UK560uGel7s0JwyAOETNLasRhU3GMrH61SgK21f6ZXv8SHytwYedOtQWEh7lCnN/3tim2/Gdb/8nNaBP7u9hvzYqNrUBWVLwVIzT2Vm6CaMZnXEb1uE8Soo6KXTqVC580ltjJqDaHppbh/kV7KiWH9i62mS+DcwsavA/8pnk9hkSEegjjx+dHQks0/Wx5cfT+k+tw8txr3pjvbeT0mCG1oRdYgldtk2pDti/sh7u2CmsJvlKhEqO81jTPpwDiE2jljd7HiW7A4xyH3wu5GT2iyGOqdhTFa5dJmluGxVzBdMvjxsIz67PenMQxEx1vpeaEBS5pEg7gJMD1TuhlyGKQfwMUknS8okGI3xAn4o9wfsvuVmy9HeLR/VsE9EpCodCrC5ZsePJzGrpVGqVXg3bJX5DOAA1q3vUIActNVjIEdYcfbJPqSBOlvVi46fn3OgJA/RlIEAh9lqCcwGQjitFgSIxYF2eD5Yk9GmLVeM/+UTm5VuaW8HdKa+fdPogLfgmj8A8B2Hw+TUGt0Z342PY6s5cylnvQg+UN9x9BOivvKf5fsUjw4ykw5p1dBBDjSxoyAM3qVnum0F9j1wZzcQ2lUeZUHKk+bImGXmPjCuC8lFmYBUpanAWpZ4TweYKP9QPQxwA+55slvK8QyGr3284ChDedATftAC98dMhEHmI3SauZF+537ymLBKp/X9iX9K+oapeW8abnN8L+SC270DhITTsLuzhnj1+bjnF9OlXQjTe/cegDobxk2YyQ+MP0h7C52Wd5hM4JXYQOWFqN7v4KapupcgAjG+CesiB7cbN2FozD6m308Q0oaZzIVa6qVNRcuPdglPZgPP+L2sTSE91fOnTcQ/OzuOS9UkfMEj9LOF0KuNhgrmCPvXjSxRsGeNZJD5EOtR5YZ613PMkTVBegSkgdjTnjXc/bBUBOvDBBnPdenp0eB89sdArn//4P6W4eKE3De69CiyRKagSt7UzE7Ubjqi3TQSnHZn5KepumCRUFU2QHIgQ4uVLmxQWb/lOJaA9XO/8mhHH2kzVDEUhc/jEOZaFa/7BJ5YCSkMIsm7iHG0V99z6ovkgyHj4dRR7ShNEZaOaw+ygT6X2RIYW581W6Yf78fEKnmhPm+oySI87LmgWxD/pGVCQYqWfCYyDR9MbK96PqSIgayQo+7BFVAkCrdUn2qMPUU3TlskCMhL+JeNqR0XlscxzArtdyexlWHWsYsylM/Vb3nXpG8ddVqcgZFIfTmcxKM1GeEYhk33Ew2P+OQVYh0C5Qq/oxKSzJTvsahFdw/teFXHQriKcGlHsKB18FbyxjFLi/Ds40+FT+5lsGPWVbrzAj947tzl6Q2UxFQJGDCc/9wE83j//XEfR8gblPAnoM0J3XO4rlNI27EFmVSwBIHpDgZl5vgaoeRBi4ZPV+2Id/aqIKZ2IQKOTj1xa0dAMc+t3M3a5u03OOCOSqeJWJxEryy9f87SnDwO/1lKtVWbmYQdDNpFNVPNZe9Oq8+Dn1Lvpe/B71BzQ6GXxTSCz0U9+tV533D7n7dN+i08a23zRqZD/FiRpJvaUfgBWWTn4E8FP3/ufmcctdShBiAgSv+yB1khTy5aJKuG+CJA4j2RH8msX4YiQW5zWEXel4cVcju1iUCaN9v1JhTD1CkeRqThABkcx6eHB/b1d7ga3lnBX6I97fXc9Z5gy4ZOg1a1JsRipUMY14wQrYzeeY/h5j5Q6av5ykWAMXTWntGL7+r/ZoSxWMzWLeaJguSF5ReWzj3ZUNgQcImd52X1aZKDrVIkhwGPf95gkZz5/vRN8uUHs5xfLm5FO2/TQ9ZJczo2z42ez2HWu+Wkbn+fy6yDlXP/4611OZlLH6xgFl0INcqsPxj7PLVM724CDOg6PN7aza/lOJlLRthN8J/oTsYfe1bMBbQTsEgRqcjluvZTGUZ63SR8Sh/EvJXRgFsitc1IvIS4P69CKl2mNoamMR3r/t0Pk2WhDcDoLoBxz8McZl5q0QmA16D4R2V/BOEuYKqdoED9FtOX+nJAFiXHTpZqT4jNxFA02YA8DXs8+svJMdChZC09eavodQXhiZQzV/J8nJ115HiSKN4/ZQIpiSA4v0TJ0caS1p6W6zOmumX3blJFez7PzpE1g96vavLTtzxJbp2rQH5raeouP6yu4KhxAHix6lAv4u2WCjCU85u5eODf8rcVreR3wPkdN2T1nfLZl2g11rT9M5ztL2dxkyHagMtXy86NfgTHbRrdNuHSWmn0qJLQZNRnXH0gygUC3iObATzU7Xn72ruPGmbqywdXrYB328Tu+lOTPEvVtbQicwQxIZ8s1TUnmv1OhQQjl9WIC2IA65aD4pwRic/qSkvab6CtRvXu7CCEm/VWXaXWTKAWAsdCDW4l+H4ApzX/QdRVIrmJukqOtfwHzu7GkjYVmwR8CvXNzKHV8ne5W6kUXMK6eoVfpIcHnREJpgn1dn03GiHAYRnMNNRNhT1X+nzX5DuEhZtUtZl5ZXeVAjZMfl1gRqnVO9rsix2eRucjsycDDlyelhUfnrzepdzQEYCLdmfe2c5OYTuicdUTUGH7iH+jS8oxwOksWG42Fv6dhrlWaQ48MZDmvnWhjAEgpwm83RZmfVSkFYiBRJ9/chV6KeG1saKY0BjJLubXLBeAbDzaA3k0Te8p1MFQq96/HuYL1b20dcHPYHTmMeqyma0g3aMy2WXin7DLzwCZOqE8IWngE/EzHeoVADJ/n3MFEdqyYjpxBB/ZEwnnG7OgeVEIjR1z78B1JIgXy7bzeuJoOziTEpvwXPYJw+cQFI9L6teQU4/uM2K8L5PYDSsPCzm0TlE5ADloXS4BF8ttlI+gcCEJuQvX81Ac5MCEO9tXHPNjggcaocxEyEhU17VY5VrHeHEObDjBkVauf58CjWJL/UNHUQh54C3ezCo3LVlFzsolEQckkIlB7SC7v1qagrLeqe2gR6XM01uIASwXDuQz7P2vrE2JiinTTcIHnbXnA9hI9J8zaafZ0kS9xHxCqErMl9SQKWkzXQxS0774RdfphWgAbz5b2195iJcmZw7aCN072h69EVvbXfDcpJlAUFRf5xkYrx4Of3/JTN55Hv3Ab/KtjOnH9D+aOZ//gGsMADMVGduhGjeKUkn8AZUD4QpVJW5+NCOSyclqPJVAXUcIscS2tzQF1XoiAucoh5Epnr7GCGdPDC1bUOQ1GmxluQmRD7PqD3vcmln0EXFD3Ag91B89JSltTU1f5pIauL208I0s9pnJMM2swAh2QToKj/Q5wF2HFz+BtZGkpWZm7tM1UX48c1ikJBVQfwzlIysGSaYoqklenKLOWhpoaCT3UkZsRUJDuDl4qhJUZsAKpaoGMssf6DAJ9nG4eMEbcY4Ga/WoIOeHaf/Ng1lkvxRy7ic8j9dW6iyi9S0ntyJ9KFRdsxqVnF5ruqtk6pFtEBOl71RYRQ132pjbPbcR//90WPzDAPR2qBdP47ENMJmGwSaTr944fGo9tZCHuMXLgeF+hAgQAnL+oHkIzXGKvpfwkucQSKCW4lBp9S6tvQ1c3hS0+vkodrqiHs/C5WUUpL5r5cIEvJfAj+39jfDOKreEv0Isv9Hy0Au0TGM3w5/dRzDXL0V44nyE23VpSS4mw2axnMtXBqUyfIpicK2bofrAX5GK6hFnpJZ6iI+Ey1kFxtKIe3k2kt+WhfMUrHJLaTlHQdWFZeTQxrxaeKbxw8/A8Z6ExTQZ4lFHUrijoZxQ8E2/mX78ZmZ4QW4XGv04eSUzvGbocySxc5aJc406HxmTUtW8ptfxbiJxXnMlSLI+YV49OnzU6yFhfxDv/7T7wTN1pc0eYjt5Zy6i2eitAz2wziCujQKOG7QWbNfFjkwT+jjnp7nVJXW9HA7NZ5Lzr95rUldGOWCFXRDwd6NzmeyHj+pq4lKGLBCAUW5beEnR75ZYyvrYYGfQHg84lIULga05+y/dpfjfFAWNgGicW856VBgWGVZfZfZ19y5IjDWzw17a3clgz7ttfYSEiiCRw4xMWJLyMvY9o2OSnOCZN9TEf3z/x+1vGv1Ih+7G3aFVL27aFWfZj7CZVKX8xK0WA9SW/F1IQndfJ73KgBPI4SbbGpbYHh1eWcy7dKqnZqYn0DA+3pIaGzcttlEz1idUlXrefidB0Fa8MpqSKtsbMg/SDx19RbJI4vsSxLQsUlNcokZXXmF/yTbKtQSpqbGH8oGCnn70z6oyFF5q+nFTygI0pwVBOXZoac9Moo2Q9Zr9Jvd6L5+biTlWTicd6n3im+m8BkGE/k7/49D6Qk9QNDy7FrM8giabAc2Aj1Z9D8IuvJiFAnaEDWmH6EKgZYuUOIvdb6iRpPtxeM/tEWxnvnOCJYMaZb4qrmAv5DPHsfdROqwVovqxycdodmg4UiZLujt7ZvcyQ9VJyLMvkIHuo4fco2cqFyMCS7DgenqBhVOCxndNN4LdFZ7m3nt9R8qzh+0z6xZtXy12C7bwSTsI02houWgjp1/gpzgFo1OYQ/b/MpLp2kgslNuyFVuJmPAcHQp0jjjwBsKVgrluVvTSuB6WbBIaRP6VjjkfaMrplamtxhYmXV6Cr9n8AThG7//KlO4z3erclJRvGDauwftT3UX9w4u5ghb9sRiSsq2NuZUopDcIqhKY+RgZM8anv1+HpS2ktX588cJXvPlWeWpPFsY9w/VrlfqAeWuZdPaLYPp9huDBUA9PWEZED0UzEhdf2QAPD1B+7g7JfSw5ZhcIXYWo5CxdcHg6egFh4AFQ5rfv7tBP79wrU8rLT/sc8XUX4/xOtWufG1IV82Ts4MWmuJbciYfBu+0b21kd7NQmIrJ4RkozqrMO/WIfDN5aXhAY61qklbZBxVUiTJg3keHqhALxz6y8h3Wog/+x381Uo0PmWCMl3JPRYYlK51qxhPmVBeL+mktlRBLKx06HUlv7SLANms7Vsu3NZF4C/04v1B1KD7YiylKWWnt5ky09YqtJxVSZ70zFQsTBEHvDfuirPkJh5diyCFg1lR/5akqiejelVKOMt1nM+b6GgcoPGQMBRsYS8Hh9NQy/Q6Tasb1mmBMbzKS7edtNqsE8OuBr9JaUTAapId1gJXNOMhMjykafMHig1yI1E6d1iGXlfFm3d5vy0srcaJ5kEII692IkfFY8upqGi+J07gyWVXKCp85CMLCt9NrLtB7W7L5hThL2UQj1E3YwJMe8nU9hpfdzAj94ptp5/FdXrtd9qTxChNhH2ji0XMwrZujhFmCxA2H2jUEINYHiOITwBX7xJ27KV3CEuCzx5ntg80kE4WpjWuXn8lHdg7wjpYNXhkDYou+g0s/8YUuvaRtdOGAPDm5RgmJ1UEhOPn6KfDyRdVWNfWhOxAuafF/shRr0EXF0+b1S5whSELaqCAOLHr0W7BjChlSLdA9JkshUiJ1LNqBroxHUYokc5gtLOX1U5I1Pwns3BVuaiFh8L96KF0EHrJVt5w5J6KJ36Fe+MLAgWQ7V0Opu9WEkNez/5QvGPsJ/MEsIauqRCyLacDvHvU1n6gMHlEkS1So6kz1Kg+M9l2EYBr3j4PdiYQp9vAOUvGR8kE07JHhOyZjLyWqRemTvcbgR1afbqEXCJJhpXIn4j4RI2pEuHDYZ5TzuRwF1hSYL3QxYfeq7iCqxTOAHw0aeVnOGqaHQUrhx5kSWd61p+CWv0trjN9yEcYzf1ygz0/I1PHSOsOZupNfaJzOHq1V2AR6QYeDK45vEA0W/aL0ox2HPwEqxBaJc+E63eHO5udVl15pEW2w7FUBmzhwGu5M9CPQbx81QkBLnw/PZUjjr65FdaU4PN4csEvJAn3S29RHFBqv3DQjoMacuG6IB64H3OfVoemNaXiAJQgVjwTk+Uyn6GuPdLY8Wh7goITjcapWQyEgEpjjaB4cPio28u0SpM1Rnv8h5pIyYE0aR/HOPaHc5V5cLRoK7FXemwmjq7qe6OrsszivlqmwLsZJTVLG95VZKaSxqkLbysWGz7PIndBqXSnU28BRVIjPHlK5DZK/luJZznKTvktWtHL4zBxbgRq92mmWV3FoMUONtUAh0zdKdHNyUkjrVJS8cCshyTv2GJiHrWdh7l/J/YBTUCo33x1mx5jIG+6L3KFsdKMrPBbZnqU/3G5UDyUtWrEPd4tWAWZ1YJtozWJxvywksF+CDXKX6C3p/OMrw/tV/o0eUyPDExEVbAkT+BjC5DhFxfo7mplpVhj/h2u8r9+qRUmK4Y1Vexca9pTVnhUeGN/0Q9rE1LQJbKRvxVAtjFjCR5kttOa1mscJWmpX+hP7PkuWnN87WGG1oCcTzyu9a/9WIycUy+FafKXklv2m6QjaR+u7zGculTItjzwZ6EDd/tOevEYHXUR5LdWCO5FaQzOv9qSRKWmfIqbxBNfXvynFBSYYEgVgGX2fqNstWrbK4tZroIR81grygI4PMXjhobvqyMctRawC5W1/f2DO8HWO7J5gCu9zYPpjbOsjhQnvk+rWVmxZw4EZkxnygfSe570cIc4VBB3p7t3o25gKSiz11AES/eL+qQhZiONZflaNTm7fXYMfJrR9UKAvKMrBw9GVBSOzy5v7ci3wWR8DuMNrPduNsdR6KLn/rFQ8NWB8UAP6WfmN5TC7tc7hrdp9WmbSe0eB0YimZoyKY7ZgOjEKxLULx03yDrSKCGjVXWNkMRUcxeAuTO9OU7aZx6qUwpmIB2MZ1sqFX7vjffKnas5c4yrP0H22NeFrpKN6lvbFDg/gMzm2IJPDyZiT9u/QpN7+7YjW/6XTfrDllol/V0uXdQ9+UnxTvwqBL6fgyWVamqhnAVVdk9RxZAmep7+ze9D335gDfunjRh2/xtpkQcM4YTcNwJeT94wkNDJfWGfSdRp0EGR1iNB6zlgPxWmwKWXgAPAOKmM+d71AlQW8yEEFYjcfHyTRA1POZW0953VQWBTOl76tG/bfj9qPgzVCHay+JlyLrv+Va/GClOOwjCiCIMGNEycwgnZ+u9dcJL11g8LT9gFIzZyaP4dHLUdbEwqrkg1I9YcLd91pjUZi4h6BYdAAe6LEmflA542BZ7rx6wNTjCfT31AY3GpqVsQ6tl6RkRSlDId7bTx3d+Uo1Y9YEnIQuXA3GPCLzsBuf3WxmFKO+nl42ypZQBJn2kscCfM73rJPFMw1FX7WW2su4LogwefRoQY7vnG2Y5kR4LhhzP76nWAnpiLtDZvWyzLjIQdXqvfNskUrCyMOrN9IDl3Fzr5K72zpf7FQypUL65umFotVG9MiXRThkCx0XY01tmZIUhTq/HQ1pjDgVYSGNppJdLX+zXC2Vj7GA3pRw+DSKWm2hU7iKBsjFT7wpMuzWdOO8+jomjKHWQPyIM8aWM9cY+/ffefCLabkepmvSqHoYa0apitUzD9GkilTFIYUTv+Yn/xgF/7zxdqDBbGiVHYcIG2OSSmvS6+FueqFKpVLLgPUJJSEUxGrmvwoZaU2OhQJrtNWK9Df1XfC7m/HrotnGyLsOTWfdHWACAW/IbdAWuyryvnZ7ZlBvwFHzGjoVx5XJPiifHWbE+uXXh0DVYIrZ1VvM59c067u45Ou1v293bcSQYFYvirXm1guK7V4CUPE3UANmXwOg0TfHnXm2wDuZUnvpopN1YZ5ueIeMsAJES3o9GHL2dw9l52Ag22jvqqmzmp4I0Lw3T58EpqEeF9oyjiYQK8E5CwazQjacwehDbpiW2owJnKPwh81oP2j0DXURmF7QL+oseFAwtGENB4tiDfjuNsKV+ZdU6sa2qaCLlkGXK557kDGAGpTQvODhjzv3ER/ZXefJa1NcahpREof9OnxhWkfKXfegebIL/YQXO/YZ7Rgr2F12T7z+rb6fS3W+MvLjYTiB2YP95qhLFz7nVY4WXIxb2hY4wRfgVw0QZztggwAZAB4s3iCCgmfVm7LmzQAfMOfw3CecvlG2U+eJli/NGeuJGEyYGwsJ7WJ7Cxl/QyMNw0WS+Kh/UQB8RNU86FNs2kaLwdqol/k8zQCM4DlqJreO0BZAt4gh1jvpdBvgCDG3Rlml0JswWxHPA3Dh9z0dDwcTCQ7oec7dHMfeKmXLhAV0jmYKxKraFSQIjzpKNvjrfS+PQWH2EP1OoWCKEhnxBjz0hoJWIOsWRpgV+48Y2DtwlVwikPiBfZABS4GoVhDn2c/uyvck29Q9eomodiK3GMtEmC05fHqcFZoLwhLTibeHKqd3/OkCZ94uM3tJ1+L1cRIEBWg2HhZzGQthCi0PEKyWHI1OtA+dRJZFA3WhIzFPlVDFd2GmZeR281uK1RQ3fI092/brKQhgFarKGN8uaYa0UCm/ZbvpwK1uHxxZHJA2mCHGdRIXLKOgH0KHKY/jXmlC8OcYwpOM9EwpHyPXd1vn2iH10yLo1uNWMzyt+hIQXKDa3zc1BETnTegCZtuCc0Gs4jmOVSkg2DZJNCPU9aAZqT1MhJgbfr/u+PoIhYNyOIq66fhol8KCNCq5HD/MvA2lzvZRy8KnjmiNUTKus0jEgy4ypQMvXFZfOsbMPFYEA9W6x9dpnLTcucDkIzpLbM03pHiczs/Sg/a1wpUZXz36YSEuX5IuhSdM0TFBaKigPBFg5+swlCpYeQ+v/kj2JXIb/c0DgyOW26EPa9BJNXQXnq9n83qqebFpjvENIPyUhGoPtONfklF8CqAjpum0eryhABNEoT2NwEGq1f1zd2J4F0UbU2m993aqkQDZxgHIrrYVlw14lw5smm0uCoa+tcfiXKTMb2Cph34w7plOKHjFf5cJP8Mzg//xW6stlw/TPslqiNucQQfdZby5z91bpQJgTzp1QqwIdmWeG8SlGQuEDlAN6uDuuB4+poJo0VI0V7RvlQxXDYTh26U1ArED6sKOaAbKzxY2odDw3AjiJ7esFS5W53yy/AwujLvyaHuxWNKI6++oZgMX9uvh9T8XEj5g4IyjVa/q5uKyk5z7Ilh0A6WExlQtnXTuAOZ/oA4cLibpqfQX5Aczte5kg4xub3us2fR0QyeL48v1nr2fi3amWcmMyMYW9z+fG3hHhAKRQ2D573eNPEaY1p2M/hFZDa6eqKr22BYQtwpHW6Zo804DfWj/67ZKRm4rFnyNDWyGSpoXEcduR82B6CUgdgqSH0pNuiW5//G92AknMuHXIF5rNvH2Yg4UQQylhI6NeswqJvRAZKUfctQRxk2ymHAzxWMWPn8WvBcGrvFGfPVCKPXM7+z8Qhsz5xm06T13EHf0oKJxbXQQ7S6m11aq1s8hvToRSoQiRQN5s2/Hwi7rC6htUR+AohPx3naZl+gZ5goXdEnrKMPV8ixW5bMnOxxEybm9P7g4WR9SWnzOwSoTR36KK4aKcLdQOt5+CV4J3w5w7i2F4sx7Lwva5trXy954b8HyBqRx64mVD28pSDVJfYbuFK+lNxywJOCQaE3P6FsCmCmoFCXBzRgHX86TnARn30jB/rA41VgwQwMnCNMIA+U5wAGvxnf22EHBjcTUE/C0cyl5H6iLlnx+1edZ2YYnYz6k7fCudrkbsFruodMiUsjyKaFXEZLZNOxy8F0yG4glkk8G9ukty1v/IfT8QWktft6m1CxInMeeis0DW9qphGzh3Yox5CRL+70BVOknnettZO0Ubad98XGuO8efbnkZOimtkw889A4rj139J8OAXDg/9RSTz25TQUKIMfjpA5QSh5M/MIK70JES+5Qvt+N9ea5NadysVotaGvuedqSevlOrBfDKaZE2YYRwQ370fOKkJuBOGCLUrhWHK2mnQcicd389k1Ro0kj9iE3LkOSFzxAqaZKky9LRPYJGjFPuFFflNcY8Wz5I/F1xhSuIXVIGAy9tOX3if5PO3IGEFZovfJWnMUQqZeCiSsAnnu7wIasPOECZiEdd9FngOJGQENGirjBlAh4LGQlaXttMjHo1asoaR7Ts9sSHwx4vMw71G9VYK3pCT7Rfn17cEqxOT+/poFvdBZreoP90VOM89K9T682yUe8dq+DSEMWGnXfX+lxYq81WIjR+q0wWWyMxSnMWYwv/m9eFTjdJg+SXRc0FpQIV1rasHTM68u1zMaQS6S+n6b0qFE/ELE19a28Qxwg8UvmNZALooLrJxln1wMkLTY7EbBe1rDw1X/dzXlpDQIWnnDQloYzP4+HpOAiR0h4TlJly8+y+iRmFkSZaecqY8nL2XrK8pzuTBDp/abTPGwHqQ6asd8xKkThDjHRC9dzCPIeNMuS4p+hdj/OE2DbKFHo3L1EwOkt/yF7fJiYOjQoREc/JZNeuS2MxaH+IPyiWyLsk5P/PVWLJc/1AUZpfVLFl+AqMHm5ZrdxeTECieTjvLwuS6eDPKdguZArJM4d9IqjVvPB9oYdC1HJMt1joOOEqxCXPkNSHAIcVK20ta0YUsGqvcJej2/IlbUJUCZTGLRqoIg6Q+biEFFHo8zXowiH3VSRMLQIHkZGsmHUU6F/JkRn+d3g88PWuiIFo3a0AG8D74lpq1sHeoL5HBtJOMASkwQgUqs53QgZXz7XFsHUQ+39k0+p2ysFuLi/pAxKF2ii9ZN88TNhsQeBMirhJuk62flEuEmWdZlNnucSG+GvnycZLHQL6v5tv9Hn5pR7Rra7FbfRy9+EokPSYM6Oo1XPmVnXLK0o7WyqPRIPCvkdD9wSQP0sieuIVGbwTIkB5AZhjg7QzcHWUB9Q2VvLhqC8JA6NN80x38ICfMJ1Vh2XCoBjHaSDvjAW5wSHK5U6y8YGTO+pa5vtGXrp8cu5V2VEN2NQX72fBwz77D7uacCh78p0HKGSZvHdsapx80bLluU9mPj0j+dkRra22/wP8x3tr1UcVuIeEEIYr177ttWMu4kK6N+rA9utk/hi3TYvroA2UdwJPPWw+nkaRsRznt5ToTU3jNBo5Jp7PPHD50Klh6JDsCht5vWEgYvrYhT4xEA77Xo63x5D9NOEpCeYEnX29Lv20/p+TRYS0yCnlQ8VXj3R6qoVqN09EwYeaWATKM0kUARkFIeDvRPex8st9XixW4q6M55rvbhkEIZgGalcQL0frCJn4l4gbCzoGcVDJyefNzK7x6uGPE55fD9cECqiatN0GNyIaxyP2U1A4Pf1YvNb/xcJeps1es5LXiHOO646+9yFB+mmLaxz0a3tMB6uRacqr5f6dFUYnfECSuauvxRJm8+EkgmnucRmg7Grs5HTpJ32YpMckrgJxbCSwjPQk1pmxx3arfdpQenETSokGZzKq5+tAZgtK9Erb/TOrnH3Gha9pPpzQlMc+U/KhbT/YcYJDideO3Cq5RSP5DqIwxwoaos/4afWkdRcjvmcHSgprO2GfGhES0PH6hCM8UfiIYhFWMPU3LkAX5aSgQ8/E31pueNuDObApbXoXKx5g68XQc9J137/mkG0dHq/wLJZP2xi093Dljn6ajciM5tGFU9f1ExM/iRJZLSP/dE/Yya8b9rs6Qt0HrovsDRd1yLPohItpfp9mEK9E525RFWFXusyaDLhtTsvxPSwKgrlAhAQWjJMNTLeturjJUrrGzGiJG2gB+qz23zL+Q07iKCugJJB5lfR6DfZgPOOfFQ5aE0M3t+GFy19VY553Vsh0IvH56/Kq6g3KdsBkDCnUWr0aUAIYGQNlr6oeLdX483dI1rnHPov5vZ+RlLiqwQLQxWLkVSaldI3FwIEiyQQ5i7ydTZIksY6eE9lnngvTO0EiIC82GnfXDu4GP5CPwQYjODHAQVQOyQ5ce1kfa8GeiqNiUYXVM5drlVLvIs29fexScVbdRWmr+e2wlM/9MMEXch5bDox760iuHGhqrSHyxztw5dgv2II/8kuqQa8gUOrCAIAmevgAt4EBfm/xFwSIEK9Xb+4YcyA3OdGGLpZwdey7T35SOdOPjlAvZwGjpMHL7Dd4aZoPMJckiyOQ8Tp4vgPiBjiaLhwWhthaMOzS9HTjD2ZbJK50jNGUUbLpNW3iHtDAInJuMdzV7XJg0J3NB0jVP0sCj+JTm3ik38eCiJ1oJB1Lo5jmNIvyUpkuUA9+HQiZfn3qC7Q/dzkYFWqrFtX3OBgtR+jNF8/Mc/cBIcz/KpXvLyQWs3J516o4KWvqPPukYabwnPBNXp3dcwv+IoVi1pTtw7qabTIW3fsg4daXpOF5SsXkeGC03FvZznRnQfUXym9azxO6ptaxTYtLbFaRedQ9RbA9vFlOn3DC+TH241i73+MT0OFQ6KB85Lwb5nefFi84By1ZDbaEswAGm3sqe4sIPDftyYoQgJOattgNPAgrHsSbm8VvTHanSl/nbDy3ruKKds29qd+XFf0NAHKlP5EUgU9RdVb9NzzUcgauVd+tHQlhAOuAyxhlk/dkm42T4RDc11NB08QutDN/OAfFRG71cQHDfYzhanjmrSznGdbEIxab7UjsRg5p02YKKu9axCtVZhia/CczAZprMbYB1E5zAeH2o69l4o5iFjrVzKw1kDzXyzDKAvJituHzB2ZR8mE+IFhs8fsHauf/+V67wO8omxv9dMfVcI8CjFwp4vkMDukw6o7gjiUnTXTyHUFW/aNfz6nXDWo58uOsAXHshtqinVlQS9JfuXcAiIZG0iRDCa7ezVR3D5r/fKPFy5k32LaspW7EHQFH1WQdRvrp3AV2kthhAlnwGb91Q4U6SCtVRhkEixN4QhRqDoS/3A1qUE/k9ewDZQFc9F5QiMMOmZzl0nGeVQbfYIu9omMSl+vRQaWcKVGxxRx+iLe+YrTPY/Rfshdmlz0Rrii+Z+lxzkRhwKIH1oIQrK73biDvTP6KrWiC2QbwCi0bHQyMDL7Vdh8ULESbQ1Yg0nDdwR1e1igdlHl5Xf7TXUq3o8C7rg9ay044tLxqJG/cmHLXJOhw4Q4gR/m2cFhq8tnWq6YmHyxs28M5RC4U9F/TWNhkuJK1kzOFbYLHuuFFn/suYG4GoVpDf+ZRRlnqyIt3KqOmX4LSV1uXOaMSCk29d6G/VxF27mivPUUwewBi5O+fORd+re93lnuHveswkxh26asQqmHHSABTJ0QaPpk7jbuL1XKqdPJXgU37Y+lcBc0vCqpKaSC8cIs2hKdsEd2m+7/mr6sJ64gr9O/IJCobNLP2yO4TTe8Bkyfaf1MyeyK+6TBnA4oJA/NCcylojjZ6AHoYJI6xZhls/iQPMpk5FapOQWdni+PhcvzLlZ8yQN7X2y0i5D8CzerlYhwfnGtq+IBoKauMlURSExPmIcKymRmsn3khwdR6tt6MmPpzGsdweyLi+eRUf0mu6znoD5lCeaE/Jrwg6x1QdD9d35/3TLpPsndeZsWiw0ycbhGTX8sAsS+Qo1UVfkwdY1ykCtkVzx5aNGB+YpuLix9n+TSg1VOC02ZJjNnxus3mZ7louW7FHp17Ci/0kJ/ujoqDwr3/OXp48Jos7MDv2JQRHaTa7J+aK3gjWyLouhM2RQZBMQ+R+Yd6KHc2tOFbJMQCnOODctsSMRuA5bKBBeGW5Cxw+7/iUpAH3I5CM4xybmNidKrq9yYwmowGpc76TUiiRHAjt63ulj9BjcNEM1qe4BfkU1acqUCW6oFDCPqNm2pWPwXmRNgUavMi3P52dqQ/DpE9A+2kWSkmTTz1oQguQIaNcaU4Z7Qi4Y0lnpy9X7nFAm1fFWjbxSOAPDD867tEGOu8yBXyxy06kegG+wmZvxs4gFRw97vBSIgwkNN/lrxUD/rxiw9TbY24Xq+uKQfMTcXCMQ7Zs0swoy9ilMhz/0QO/kjYLBu97mJ/IxMhrz2y/tyhaSCBKXJKB7Wu1jmhiScaBMAPgNDeiLdMcvCrWr7dRt6VrSKtT2pZZeDMIdVgx4TwD+XBhYhOrSXB7x/xoOjcw37HlPeAPht1xX0Sh1Ys0GT4WK4pRYkdfRSPZ9hXERM+ofYnlSZXynXK/qUc1LtuCNEztnZDt63Q3gHRPfiVB4G97WB0BWODEe0oidroXN3R18gTy2XAtfUYshEDqc4oF7LMkou/sgbvdKzvfcuLhJIcklctRSSKHhlRZpI9uIOvw02gslYoQ2d/XLp4qMwGFNOTwHysCnFdZ2xY4fzz2BMHjmOApKP0D+d/QjnIuFqlXFBgwyTYdXKKOIx/zj0w67XXeJgWVjKsOy80jpVRWnSzmwFAzJNRiKIX7PvdwMA9KzkHvZOIYvS9cuDQXeO7urXQbjt3sAaCgHtySW6ER0NYpIpzhiYG7pW9M/skaF3hUFyGTffLx7ykW2Pc34Q/VUpRuCN8Gc9QJyMZUlHyTNOzuL9L3yEz+RWpgXXmyqmkh5LDqXezLSC1ZRx952fQ+30Vulg7hbuUqloY/8X54kMhJYF+I2hRwxoUf4s+p3mDEQnFcUUC7BuDoflzCEGPORGKUuqtc6uDC/GGVkM8ChR305Knq+/Nl4K0bU+RnXoXfWmg+joXv0+dGTYB9ISeZp1hIQz5LYRaMqk2k6FH9fTF0FS54gjxBjX7LjGntDIshGd9L9vAcAirIcJ3SEE34moUt9sA0EUOYLQYZYH2fxryL0xulaEqEOxMZq0JH2RLIpoRxZ8fWv7OF7luPtMaT2Znglex26DC5unf8QRVbWyqpIRCSVI63M8eKI3JnSZktft3s41Rc+2+/9f2cLVk0+GjYW3QzUzY9YjHzjrt75qZESpDLSRWCQ1MLtJ7FE6A6sw0QvvFKaXZKkFT+52sfZCh2TKvSVu0xWcP4sJQH5SYTbbdMGvhrJDA46pBSmntwjO00sr954o4ei6nKM+vMZsfOSbs8ajaJcLJLt2vtUROMcYVeMpWA8wc3vHpumAoQkQ0y5c4Mg7R8tXJBO8/syok0O5u8uk0RtEwAMUXQrXXweaH4PJCUKn5bGRVG5rYOwKcEIQPxO0p1TOYRe3WHbuqDt5ZTGdDspgxGXTlRiLmhBT09ozeq9qWhSa5geQMq72//B4yxo7Vh9UNgCykVc4z65vOU+8/bikPoq4zmPb7wT4rZ0cDeaA4/34P2NNzJft5La5UEEHJpXWAkUysLWHZAbsBJr+IbWnq3q9OFh6qf7Gyhh9LGelMLgqQOiziinwrLtF6rzs4vuJyRLU8szE79q9wdBUTza+IU3vkYmZqpo6hbw0+0AhNOGVPVIjjdTceTeXo5vInFbD2oYYOzO2TVdIPMycIRRbDVdInxEcGcMRQT3maExcZWP0+1E8B/RgsQDK1Ao+KKbb/OzSr4jkczvvtsnyIQwdOyWvqzpDEdtRZkH9az4/t/HyogUwzDkxtOdUhI/lQ4aZJ+GH1vpLcTwO/bbs1Ul+bZ+9DtDbw9egROnsNvVn5wRe4mzxTU609y8NDuildjugvKF+vK/OF5+qwElwp8EGSaHQNZYJuty8wzL5WKmlOSX+vA7sOHG/xfwWSwQq4OU1+AP6zNKL09Nny/+xuDFYfFrTPJAWwhdLLT5otpYa2SadoW/oDuj4ExTsLrk89/AT2jS4LJ9X7Oe3SEJstO2oTafPu3YsBJHNcbqVRC8gfxgbXX9W3MLUZDtl6pGZl5Yg/32Tm3yqGcUQOQH1Dh7+1lqheLKXC9heiVonFvkEWQl7CgB4k9UlgbIisXsh5XfklEDbWcjDThkdAFWNcADEtWwARRnPkKxAcONsNbn5Xg45zxUGzPEyz49GFJV4oj3YidD5UTgSsgWf/WNq9hjBAWCsk7kvMo0HvdfGgNg8rF6Ytfd4aXU5ltji47rTuOJXRkb5TuooGO8kKrhfPtLmE/pSLBKDkVS3eaGo4yI56cNWH/eafbzl0LnacKc1bgfPJbsPjABN+dNmRvWWqK3E9c9KklUsVTYEXjarNvAQqeYv15wbIY7/odIyMk1tYQ614IxV4O6AzpPORBNSjJGMKJIviV6hlk6/0nED91BW5iwrnKt72jPJoSnBgcfHP17J98Hp0UOdS+7R20lyBm3d7oyYEoectwW+dFKldmMzCcuu7mhz36n1rM46hea+LgNyrXlOT1c2/iqO+uIOx3WUOUc2PXffVO0LxyYgetV6SlHYjvRw/ae3ICzZU8kS9kYDWVfXYrYvYnhrI0EYMUC3nnVvpgZYsEdXwE1W2bepEO7diWi4VylCCInXfP6kXCZ8QVogeUw/YP7vKvkBjzSMkW18me3csEPFfEW/Yri3MUuKSzp0yl5f0bP0bbOoRnap920aeNhQn6O63EKdkMD/ZOqEBdrwyUL/h9AjPb28knKKYNd3RA/iiF9s6S+DztVnBbeiRVERmJ13fJrvo+nLaVIk1cl13uydIe0UkOObw3hhrituYlJKSgZ5Ej9jw68kgBX32IWfebF6TBEa0Otoar9LT4MwzI6ME5Jgo51aiR4ToqaZ2jVRQHXgFXK6Uswz47bC+RCnXrV0F49/dvn/whKtyGIxqH/EbiUqOOnNdfGVvziqn9+lqRsSpBTndV0uN+cz43bedwnqFXQSwJEyyIZGU9gKSArw+hlgSZ8RsIlE8nOTMpV9CcpsvoXt8RxqcnRIGJp5cxZA38ZDDjRLT9DkLq10tMARbymP+S4i9jztf9GBL1fZAgCW6LaVMLnXWPiC8J5ngxHwHFG1mBn4LoSuvm44BqHQVr0UChQ/YGCMBo7kG5rjB4q/NgIi2tL33Qwc+R15x7oc6X0iOHyfe2e5xVyCONqgsUgOgWfqchV5Q0HlJEp1P9kPsnRnjSn4JxT8mpFRyEYeltNih1Gm6hFKuSw3SsiaF0jp5RoCnEkqSNP78WP7fKC0irEx4ZoGXh2mL+XC2+tqaQTy0rwTulpaHZ/8aOmclavN0HkRQAvA9o2jNSdWkyM3vIeyIgc1adALjOE80M1c2h4gOKuhiMKBf7y67ELzb3j8DR1a03oq8n7qcko5vx25Alyhl3VPoOEhO2VIE9x+sSxdt0nR36HreTBtAHwc/eiWz6OxlDkZpFIwhiNVzlODDWX70RxMCbzlRS3rkvqcenCvCXkQ3yquGqgpkQtpJWx58DDpGxiZrciH3l/6qkUe0tKdSCKRQU+vvDqxtYE8tKgIW0S5HZlPax7SRjKV8hXksYyqWFijRgS7a9A6+1O4CxyTENe6f9eAnIsBN/7aEK1IdQaiWANJ1MSmr7p/V1w1ko6+PdvAXH9E/8R+vgZHc7dBMKY/t/Ufa9r6c/w5shYaSdckopFO/dEv4640M+X8BMN35kCtUzuiSoRjW7p/lHYNXSeOHAsgp1Jh+LUB57smz0nINd5wIUCAyLkGFSwFV83tWw0a34FiODBo087d2ntNqDaOaXpaBLEaLO+rC4SU/d0GBeEQySC0ctu5xvLySqy7Is2s7PRJLfIjz6oJYjhrTG2zbiWgPvlbhd/eMb9CzgmdNon8LFVN1umBAO1sm54mnphp5hyC9xQ5uNkxMwImcIhjGscbZrhMVgQDlrcqdisskJZJXORexyLyEkFOpNuaA7DJwVsRpnRlrG5lnxxmfr3shUtFoL4KCB8ni3Y4S6rRoPc9QoWYN7o5xwmu2zIxppW4yHxW+4vzno+LI04805n8Xe6md/9GooKWvz/ufeIEHuIEpwItUqoDQ2xMvJefgLU+okMHb6Le5ljAVowKaD/jdMBYkKEGgAkjn04qzmhMyVKVqy4NtjZaq8tD83BSCMHPZzYhqeOUg9zvkSXPDXNtblQ8IICucwrMNSIx704xkuqwZuZzgWDoeprzfUrCaC9YSRG/loLBVHXS9P+aBATKeduBtQs6pZdm1kT3f75bMOjZOq96b+glaIhrMpe+qyaQy6M0Bog3sRgS82NrCn6CkAGMklFSKo0JDSmDG5pnXalla/sjs6awqWjtuNAI3frJ+aCffWT07TtKiOXPAV3+JWpr8Dho6D3QUdihipA78+WVlZ5qL+0PsULC45UuQMdtNVBz6uofh1+a3Q8wPmPHII5M+LYo7Y4NlBfFWBAoIB4ofGIi4xFQAsFg6pUaU8TMjGT/VIFB8p8hV4OLAkcLUv8Hx48Y8twgXn+BjsWiXEoOsDJ2gcybND9LAcJctsUec2832nr/qMkNrqGzXcqdlDx/jYuiMNcLFrLJxXu9uWIBP0dghNwumPSffrvBDxKty2j7t48OmxsMwf34VTq9VAtgFLuQiP0YNMLXLUfX4lqpTrnFKxBJ2atCUgAJG2x9/FyWJ1AKlX4IFKUEeVNAskarDRSsW3RIA2YwdUY6vm6m4y2cL2dCItuDXoklzZwZw+2Lfkk2IaJKUq6Tr5QRILGQC261ooJPAn0oPeKTuNd9dKLifwzSrfV5Y4zRVd3gXLT4o7bfNYtthKBxoYQXSELQ0NfqMaafdPEoeK4A/+FO0LsYF2de+H9TpKI1cm22pyLTAk0cA1T7kAZoYjuCKXmF1JvTSmSrTLHFpONNhISQHh6HD3GokEIbZB8Cq3tqfF9PCi671btpvM1hvh4LtsSeKSJQrdkVOuWUz4S9R4aKsgHknyoKDtGA1d7pbXxpCwNwbNggBCAeelZPkx3MoOezq3gcpdyPEZl9lnLnUuRp5feZhmEGBhY7zK7VDlRroM15srMua1bYQRkdnyzPH75EE1j6QMz/SArJEqezkpzEjywJBrvAw2k4nxUftn0+11j5aWT4Oxy1/FuypON+ftM4eGw4Zp67uQvp0pHEoozZK3z0vMRF1gSFtXBk8UzvbVraPS2XAsZWpqUOwhSAdedoD4rtEZrVaAizYlaE/5xsllaOSBsAFUXoVQRfjmE1vDEozpUH/eaSLPPk3owTode16ePd9tatSJsBNMa7a9UsKoQO1Vf5dAvjrUxDWwoSIWSEdDQAYv+zmjNHspBonc6tszDA55ww5FDmg7iou+c8XlUIwfRyVvQSTVMtF0fLh00xq+EsHaEyTMlo/ZPW3TyZF5km6vlEhYK9dLLfkkSEJq+7a3NgqJoQU79ZyOn/LlgJTtSSZ0hL3bhHGqBcDrrxBVrK9MRARlUNEDE07PsScAGQ2BrBrN7RpWEjUpNJJiOeBz2qY+esqd7/qWxoYyMSbtX25aRvELXCiNPbXu7Me9hvqFd6o3lp4W3Ge0tNDx7dNe/fYcyNgXLt3eMfLJwrp19Jr1MhNg+wudNrEStC804QooN1jI4LoWU1hvjGUq/lI1yeMwFoGLIjSDK4rlT9WRkqz6UFrcciIq6DLz0L7mBVzq3JYk6GeIbnuut5D6oxQNUs/W+F54hSARDE8NStkqNn/j02igxxUJwzEIroLckQ44j1Pz8oMHrykH3gTeVaTkgQeHP/xaeMhHO3+WAjxQ/w59bmAWQhNSk2Wx8j92IfxwZwkn2r3GEynpkPSSz8Rv0VBDk8zdb6T84zuxSZzinytMnCBan0IRse2qIIIZdYsTMOS5kqMbCmrgvlE0INCh+ggIXvClVJ5n6UlV+GjOpe9kysFh4w6sb9f1Xcz6A7jz/080mr/SE5/QWicn9e9czhPG3GihsJ7S9B7LE1sIoYeiT53gZKll8l94/y16Q87WqTyZ7meokCbj392cjLSnX3OPsL89HXDGNFNmnMnhfmsaVJ4EMVz2JiCG11i/P5D1mB2MQLyhdiiSPCwnMGIAV4ENbJ8MOGFOc5nTrKEujvCV1Uzyn7AVasobCPvCF53lVywBwL60zq4hcYMmx0+xr62r8Hep9RgAF0lUPT5X1ETewtKDF74gkLXAYCooQ1F5+JGl7JfkKllt5FW5B2RzELSXkSi5U7hI7r2+GZiKlTbXpDZi2sN6TY5v37OoXL0RapM3uFF/KJNSLR07fBArOW/VbUHDZKn/xdAM46z4edPQB/cXBISzzP5xrQMtovIj8UM3wbiX52YkdqrVPVbSHg0yKqLT8SFcnC0wRhaVFEUdHXcziPHiB2pMGnckz/bf411zqCKK7Jchv2nf3Scz17yGX62HGH2p6GOOkCjXrdkHrdYOnTJVb/lHmeArSZ4tmAvIHQ/06oilZjogHFqCDu6S+/3rLAJ2RxEvwrtUBP/GgaZlV1lQc6pyMjINSqu4aKwMrzijVHgGL3SvEts/gD12QOAjIx/MzDSOpEkk3cbcOpjY6BF5K7EEkFTq5UDbrkQ9RyQ1Y3nMMzDkUvkmigGMB+NWfWNwdlXWxOH2K8kwYuxMf0TN/SON6GjhtAsQoeW0+VDFFh8CoiXrJ0ZpuBdLp1qbrD8bTKjfAbCLrxgt3n4Mwlaw7ggsXIKVYtz6XFdZM7MiuAOtTpg1c4gLMaEyEJ0R05VSSI0Wmz7MtV/qosrUErHOmy1RPhagVV5cQWsrEqXuQNTQVqyTbZAF0wGc4yKxmhvzRmFyc0HM3NfyJ7aJuZSRTlanbeVGHiUlRp0uyywzDw9nPtAU8K/trb4CkAvsv34bBGGUkGJ75cI8f0nEtHx60VwZ2eXSeOgZR+sR/EEbtDZdCtHyxfGdPAmySp0cKFZWAUWa8cpTQfwPxp9Udqg94NhAoiloCQJ+ChKZNi/o225ab/CdyDOqW3f8YvsJ+K7vEhUQTBkSkxUluZ/uS/2WQA+HsfkgvNzAhivZpJ+zToxelV6JYKKMS2NuFJhakcI13Ib3KkEAKCOAR/6CBZDq1vHmW1D+lkDLFv1ovE1US0oq4wfAtgyvmPsp5f3Y6ipNP10Mz2cA9MknHhczCefb+aUd5YbF2CCcX2+PFeakIayJdJYee0G3FJ7LIMtpA2pE1twqnstE34lv0RSYtREuqPs6w3eAbCI2nPf4dSy5YZ7OFmb/9IojgAwFVds1zccGYeynmY1RKPPQe1FX2acSvjlf9piciWrK50TzhIl/JkzJTae6KkA0qcULzrBnqPIAVShRKNLHK5Cw1JQoRifwLOJo7Hg1v72p3dfW6PkiuUoYM0ITnBxODkU8sjO4ohqGHVnAMbKml71TAwdkEmY/mUqsB29S6mCVedLsbai6WVMhBlppqcD26JuItk8tx8T5PFeAnKK4mRv5r3BNf8E+Y9PP8srAycRsZ7MJ90M0BFQx98FBmHGQL6S9omxurvujo+8Xp+L815lN5N8JLzyJmF+yrVlYYVl0xpoPbleIyd2jD39myBcKSy59DKT0zxEx4n07wrS13fxuPVzYsWsBRUcGA+0sVuSPbUzcJ6zVDV8iUVfQIJYuNHBDlZ8DhVbx6chBQVjVxHEytyuWzRvR4kX4slMvXJ49jiIjhqshQJftcCYWnKdIp4ERtFzrqH0OzQ2hCmah06eLdEqSeAaT5UdXgXZiUsVxR5iZLjq6Gx/PCstae0e2LRcVtVE33fLayC9jQnytJjtTIPJu2Zrroiw/EIIjg5G2JtMxu09O298zhV92u00hgfDO955pyypaCzYBXcLYB7rmWiNW+M/gDJH5+f7AA0aBPBRPdoFSQyd5CGqmZuz+/IR85k9N+ibQG5tpfbXzLneKewU5/67i5JHZugtEnCYfM7dB64uBdFCmrE8WiV6SO9Wsh7mgkz15zKDOKuh856fFp+asOdsecHRwWAWyEXDQhOJDUYZtJWZbzMfden+r68Idk5mj+g73peYpb2cihcEqnEg/xjhA53bz0g19WJ3ZpWEe2JjS9aVeuSv9rVjET5/qFQVjrE92wX3oE7kp2VXMd4vSLb50IUHM3Kfox8AkqM8xvIcNEqqq855zkE2gxfXtm1IsJpcGWBD4Kwob+pPcxG2iVOzOyLPHQkAjwkUDkrreTavwM9rWw3G8eZgVX9YiUJ9qcf+yh9nDQlUhhfXtNphJtsmHnhw9KA0ewA2BZicTGsRbSvC0c+ptgC7IUyhIxpGlOVn7BPoY2CB0XtC+LB/e1nq0m0khOLNBaiwRkiynLuyr8/ADsfDF4W1zsFbbruC8zKPQ6XKdx4yjGyddyWEaqOVUX8Q8UIgkJCbyDKbBhAZxgagrIRAF0GOCnm6og6hIfNDz2Poh+hI7b7n4XRz5vuv6CghT+2jm0bkA4IednZYo88I4moEaBsIiIb81/P8MEHlCpclsOM+b1BZ6tDT3inNh/+J8rfAs5hNANKBWAQSfxz1twn7g+IfHBkZH68tIPhb7OR3s22X6PgMICjtNBxcgQfRCimpL640Ax61+mMK6cVNVPCCbnLylwq1aaudP7YE8Meq2f4f9hpRFJjXnN9mHbv//fo2+KsY0HqS+n3utC4a/aSLLaUvYfkb/4HtQ/e57z+BkMCQBGAOCa+adQe0aKk6n4c9Cf8XAevhCW+zq01zdXsMqGtPUxfYMDD+yVzs0v7NezY6U5O0N6YlTopAzk1GMw8s4Nq0VoLDpfBbOSuOeeJwL5lywr52g4e/7HZMMnPOJ4wPXWc/53w3FMvHFSqao4SEJdjKpeCMdjoo1Ux14awJ/CmY6hMPRcGQU+BLjxNmz5ia79E0Sav47cjwWkYSMHvUPGHNgHdX0uES2mVjhIP6+hGjQ2mC3wANf56/u7O/l439ykQ7CRSPohgGPWi1DKNIb0JA+bnasU8Bhf9gfDKkkFaqmo81oWRasxaEiAHAhQ4J76+b/zmf0s1hi090nnweNrMHOSc2bRLt9C/MATO0bJA7cQWDcvg7U0l0MN1aIgcMXU0z/1z5gKUB16Ui7ymtPQY2k+2HlNe/0R+F8MqGkh8rIvhGH61xlN/xGHDJQ16tWsHe4+JtmJr40ZbgNZ/2m1sGOZT7x2IiodcZIYgSxMmFjKh9DrMx8sPRYSAK7iJJVJiSpp6aafgoNsJIq/TVjT2V+1Xhx+kNKnaOlHGUdxOYFjIjZ8Uqj5XqfONQAj4stUijywB9iKqDAp6crpmhNahGJ/jmgJb+75AEy4pnLMgznk1jxfXyK8/xlHQYGT5HjQAleHOLkgxvM48YMmhTQf5cIYS5tqz5a4L6mscqXQnTLNwUam/ciRggHQ48S3KFNZuq7xR++41A66IkwQO91nBhaLO6qs+KIH6NiKwknGxnFAM80McNHPdrfMKfJKGb/hBb2hHBU9dP/ze6QBM9GEEzYYSL2eVSMURKo732pww6KEe0lW+KVgx3y6Yk5/PXYJkOIVpe5+UK5M9BfPFMXXoUo5zZmqS/HUi/MU/Mx2g2IGGmcq/N4kGqewr+/vzFQfzTFgSodqg238ideOcs3G7IJRrKzMLY2F2m7ASEBWTwg1dsKrOv/Xbt07hPro/QkOE6aU/1J4SX0vWgjD0NhS7dTXlm4sGuqXbSnuvlbzOlayJLXQ3SVwDNlZhw4Qtvq6P+q37mkBPIcVfKXPcbqXuSdVnYMLxzDm5VNli9BQ8VghJ2IXa274Zq2j8O1RpIBpTyCLe/fqaLsKLlJd/M95I9AAX5ueSSUFxr5OJXnpDCywTiWTsYrBTRGjwf1INIWTyvrBnbwxBXpQ6kb1QubIedAsRx7+0C5q/okSjJ8laq4DOSCva8HVGITKtQXuXAXoodJJYoHrtAVJt7SNHY2oJZTfgX6Mj5ugAnfh/aSvPfXkyee9AKLbPvJnlpRsQKKj0Lpk2f60QYoOxWC23xjoGNhcgZeH82qVTuCLtpGuesPlyX0FZqBHye9fGpdQ/CtKBKILX/1bm6fcfuFgHbAoVqGNkJBwiTkkvaGO9/3P1xKRdV2JH12L5ANEiYCVfFpjQP6uxjxYohpnXXC1RduPTFLzfU9Opoc2rx1ERS0E9X0vsvMnJg4cGNJGhWzfBNu8pytYJApcNb3T4eN1I1nb6hAKn+isxkNz9bEkP0F3hRnC8aqP7NBk5+yfY8naPANG0OlYCNVv5R//+kWBRc6aUWeHmu+OjB3hatF8YjAa5mRFAj6INzrxn/Jz35JFBAswKuVQ6y4xEyGwbfFD3KVDnM0049pgQ9nVBu4Yv9yFewatQwyVnqA06Q7Z+CUXVseMh3kAaCDCL9TQCp7qzkk7AvHfz6tQYh9kT5Ml4BxshCJXc8BdWF+XahkK9rnFQY7uilnnJUXAD6WxbfDPMEyHT4c0dEME/CJkxqr8kjbBSmEosFv1ZP8xd/QvQnj+80Hc+R+2byqHrPFQ96SoXxNaPoUwp1rDifSdIqBYstbduHlkJc5CS4vvu1LqnV5UFpOWcWop9CXeFZW5XR8C12tjCt7MTUoNOSQg+MbpRAwv6VghKkS+98bP51nu39V/8wrqYwPr4jQfaDYxqkAzlUg/N0RK1RkdyKrBf0NQEZ4FVHFac+Db6Mf7LHILSZnyWQTZE7+3HHei79WJk5MB0MpnQyrTxmvtxyEIuGK78u9yIrOH47k5p/bdS6dutsYNZsOMybwoDtgPWQsONopFSrDGs6+cG91q30vsvRblmUODHWSr5VV2KXLrCulud5DIPLKYfs6tth+KtMkX6mdxtyxIFwfGdKOowzCsJih5Qmx/o6Mb4GcXfWb+4QgpgoiwX4maZhg0ca9wIlbNoxquTVA+cLcg82uCkhkpDYd9mCB7M/W5TALyZstxq97U3UmzIV4ZBUwZ2Ul7Gz/DJ3Q4M37WLq2SF3Ctl5xeNZS2qD8Zj2KKq/Dan8/jFuwxtmQDj2rS7y6paGBqlpcUF/v/SC4UVungAe2wik+ga4j/TNWi3iu4BZf/v9FawpadWSrRZQn1q+tXV0wcU3NJq3zs6zGJA11us75DmPD1+tH2dBybHTaCefSxnsw2YLuiThg1nNjNPFIalNZTgpojR+xcsFCWdYoVBjXfjvGeNV5FuE/m2CcmE4Ai3imq/clP1gCruv0w37BMTTgFOv5zudZUQ40vi7lK0bEm8zdj7/DAB2wvCW3mfJGUpVNFX9Oa+UoJGx/hxsggLsH53kFM/n7tzLfxxzApjqf40PP3N2XTvGfLyLUExi2hwPmtNMiL61CKBQKBOkH76PBRrjdhD7Sm7LkYWL/FQnOD0OiVh4oZF1izrBKchYo8hK/HhcJfwMBFC0ROXFkYz4ZFjI2fYDsGDbHywO5I215A6Y43RWvW0CIzKp4CZ6dSHho3CqNcOYCL9lcGDJjdkEU+2poAdZ0JFUCDdwuJK1XE+UsV9/fPqZofr6zvEzQx3m4Y+89W5ckhaOTj0NrpDDL5gF0PzADPe8UyTvmaa9OWXVyPPJcntZbGxAPClQGT3//7DyESVYStB/drfbT9l6kyTi7iYDH37yuq4POhnQRFQPiTzmAJCPF48SLv99CIkZDq/EAVSVq3FhAaWD4ZJgq1nGaXAY/ZXrclKRA+BqtES9lrQQw7pG8cF7LUtqtHa0Hy/7YPjPUsOPJSKfl/5IJHA/hAqkei1zMB0/f7X341UlDFfQ/6obDTj3GPDx/K9lYg7y9FA5nJGKQpyXTp02Wr4npWEHKzIbxikGQIVAodzZH/7VoHn26SaAd6q6cQRWkfVFWlVhpG5Ae+WJwn5Mb/xXp9QeKroFmbKjtrec486PrmOUpA+9vALf0xtYFGa9n54xuehtFo26weOk6pdDUMgCrF4WdwuPNMGVVLcEEhlpxNH82PrZEnKRJ1I5aGKxCudzI1z3L+3mL45IFkJtdRCv8S7I21QdrWyk+1lgNteGAAibhoj5uu2qQdRdfRjeh7egl6LZOKUMC9OEpy9yKpu2HWn5eoUWYytAy4X3oLOhTyLDIAVsPdcBcAF9Oxn39Bdizf6FL8eTmr9d1k5wFjITdj2paYYptxCk0V+Z+rA3gsYpp9HovG+Sxc8ErwJi6bXtY9YW/GJn4ktcx49XLqqFJ57XSBl+ng7TPwItcfp+WQYbfp5n0P7RaJ74hxVHT7HwlIFfzlDPTrzWy0vgjWlkCDRCRCnWwKhInZWQDi1k2Wla9AnY6zysOXyMDv5zgYFFlQr63xu1iQgVhwNpiMkisG+dcqBP2a7IgcR8M/ZFA7/4G/rXDp8CVGm7S72MSOJJ02IZ57I9RwkEQ6+FkXYrFiCjJ/dsnDIIqRbjlAM/ytRFYsm33XDt8UbFWJc/g1rPEhJ6w9qwgWgYFftRhwi1FP9cFcQB9OVxEEAubksALIOg751+P5ANulV+77tZWkVQV40tKTcJ7WDPVXHhTMbkv3RYcYQ14gWHOfHF1o1LaDU5D99Wjr2NaCRxKVXwU9Y5BaK2VGMbSuhWO7TL7SfC276pUaxjNTD2to1qAJS7/0O9eL3z9zxX4IZu1SMSF3B/0QN9tg5Us6EPngYirW5vDGq5NJpHVWCVXqsibFwhed2FsInmQYsKlszIlM2EUq13hoNF1bMeagj8mUeJ2Ca/Cjbbv9OyChRARCrXCzhU/4guH+ii954t/16IjDI+8ObLn4PwqByXfq1hKz7IafrfoVJBkTr+rs2Tbinp07JSN/CaWuAXi0bsJ7cnycMOcSXN+Ooab+TI5WjlrYHMSDkLZnlrim4ZRriT21NvVJ8pUFXsu+6KX7DFIpEbNh8sP5v9zoVAQCokIDM9WoM6CW8oMDW2nXPKhK5ZA0vQnvEh09p05AMS9tQsCw+Sr4Xq30EskJd+UihZGu0ZQUqS087u1/rUUhoW6LqLAsMzurA0h0iXGp8gj12qmTvxMtB8sBZFCuryFOPxq9ANddfd4VWWVEHl0E5fiu0/eJ30XFt+jIUosokkzdqeECCNu6UNrgYVfexe8xcBkt7XtRQ6yOXSrUeFUIEU/+WolxF8LivtJAXiuI1wcCgHcyW41AZKoY+PYgf+YQMJq9LCleY+PsE0W6CrvpidfKo5cVrlJlmR4Gfn5T7JVAFBOgmVBZRpiYyW+Ip1rmCCSlsxrRE2PVIZp+IxdOEuskkAJzkvJ8mBt0yzkhWZK6kvPcMpDbZt3aDamaetVG3n2N/YXlDyuemU8f4r3RPRjGYntuz0EVOPEEbpDiEz8sfJz5vBW7IAPbwKHJZ/qFsTtMMSt11+zxFetCD897NJ6Lt9helb9q8beF2e2hsRQP9v60OolXtv2t24th2wxSPsGy/p84k/fch/Mn8N7V5DOAkjVeA6TjGsvXLKrthos7Epdw0xU46z9gOpBUPOg4LdXEI0W3/g9UoIMfLP7+F/pRoZ+dzCJK/INkiB/mCcxM3YVEYaMbuCswf8vcBWR3RDhQGvrsLtQE5rFeZTBd0SBhGThq9oQwbXB2XNczQevagO+FLHza+YiYcnlpM3SA9njTRCRIPjYzQwfIwMM302Lw61qfaQRU5dnriBSijTa/59ImP/PBDmM0GpZItllzJwo5eGxHDKRz3wlQ05/QX9rVpqbM2ApVChfB252Kek/9GSjudJSsZ/Km4054GXMN9534VObCvEIDIq6+jotf8pPwExgGUGC96a4U20muBj9WCxpSVjINu5AHKsGdCbL5xNdmagl2VejQAY+lcn0Fc/xA/8USKGxFKIFQPsHM2q/KIQWMcJZXr3IhCzArvvBnaSDwiyNct1LUxORtTYS77722N6Zy9K/r3sLCgUYG8pxS6RiOjBETRqwZwlpjBo6nNnq5JXP+7emGojW5XSIauFvvFrqmqZbt1lPBryM16mvEqCjiSJ7PHdUzD10UxF49cd69j7XfUP5Gob8azJvcE+I2LgVvddOEzssTrHvM7rrSu1mRQqBl06favVz3QdYVvUiqSm4bRbruVHpWApG2XA4WUvSE+P1Le0krlYUOBaGjPnRFVKuyFos7twW5a8nvaZmqDONssPRHlVBxJ6CUS8XeuwZVZ/e6YrROHLt3ytvqBPCKIHxd2MHDl89FopFO1n1QPDrW0oUcAHQl+jrLRGvX7sw0ZrVgxxWQ1/AWed2SKNd2kVjBnXUWd2WhGF2gXS2u7JavU259gjDh7CA9B0Cau4wYtGQLcWQ+tq6+bmKfXZf6OoE97eTqr25IDcnfir1+iEF6yf7d9DRb+1lakLyEtwonIg9DMRd6CApmJptgtKJiWmtXsnwL0oUZDSKFZHl09FSFIjcxE7WU8bMO6G5bgUEDybN7DJwc5FAf18Eq4mX36xjiUOzLXvRPscvKIICtBlASlB50+OxAdsQRmgqXM4MJXCuhfSGfbsLrEMQ2aNuNJLOVJCJREGG4LVANHoVh3dlLswXapxylFcD2hsZWbC4DvYkl0ZVCKK8IJy2GufU4ZoBFM7zGwqPCPBcQHgNPYj+nj4LQsh2rACcUHigxjNniztoDKbOeqQ0WGYk4hiXPritPY9jka0BD7wliyHvMA4f4pOa2V8YIji92kZ6xQqebBwGOYNx1HZXM/sllbWXGbab01Y9rbJWGuR7e1E9c5flqkZVzkGaSBeUrGZCDlw9emfKTVmBD4u068cyc3twPDHLb7ZNSzEVlKHhmf3P910GW6aQjEpxLUyL314e6xxzXHjgFZj9smo7au67LufZ0GRa940WuWHiBcRie/3lfc2MgBdlHh0Myy6LVdOPLQjNCMNzuHzG965y1xGQnoARc+FzxmYK02GsZJcS+eBPpuM3dTxjIYr0AKs4N8R/IeY4IUHb5zgruSO4cjfB4K2zslbZ8Mv3TegVuGTcYYCMKio54BVr8wYV5vLxnKT/am5nrMPJINnnCN41DDhLYxmS4Pymvi997pv2NWANaXsnTapAVH/E9sFGRHO6u9A7O7qRchi3VCEliMM1nRDyKXMYR2qwKW1pnWmBrRP9Ewue2lc4kdiBtigDQgYNdVzUSvGgdeKdNFpH+Qg1QHXHwUi0bl4DTQgqTvfeLbPj/zAj9zXq6L0ptGBLrP1U5dZjczFjPqcakGyknUn/t5foNU7AA+q5lhMonGO29pO2kkxYJQfLyzMXdnycMq0FqUfRSj2y2RXfTkiMtR69VFrFjtggBXfIFdZ9mVXn00+5Iotvst8nxpxKvgrCqOgret+URZibOYQICaO1E0dK3pyBNPJnqhq5ithpEtqV7tFq1aJ1kFs56mz0lB5aI60VlBzfqELYaiJoPhupdKJ2/uQgjRADm526ErKGds3saqrxzdbMwLs0d3iDvaTgbR9V/ql9jd8zv8ouel/TpU4iqwuMJOK3hQcghgSrauk5sw9gyoDHz2qutHYeckdRZ1vd/W+CWkf7HznAknueGeNPP5ffkEBwQlb67yhBXG1vTXN7ZMRIsEujOa7QTkVy013suy51A3i6vGAcaF1vwBbgN7SdCExmcuFZm5mQoj7VZsJfrqhDkAtfRw00QdjUQy7CQaKxkQgQpYbVx0L1Ni3ZsG6SUU2tAko/tIG7dfOkDs2UCca8OHi7RJ6ZOSPIxl9wp+xYZ//dZsMXFHxc3dDek/YwDHtAhU9IaEr67tmh/emB+qLX5jU04iCBF7iiCPAe9Wy9H1L7DVGswy22p2joICMG2NLOncDwkbVB0li25oLHebetCGcOUXKyYOspJ21hC96ZZkXw9+YVMJ5YT7JsRjJ/8CyL8C3vCZqz3KILVXlR6XsZ59ZFe2Pq5B4adAGj2Wq0F+xuBkxFpG1mG2414Sa0dLXTKOvy+iWMRQ1pk6nfOwhY8j2y1Yin0n7+uhPZui0zIcxbNBfNPlkK4v+eUjxXarGPBPmNAcnO8bjsnDKvi3jAZd545cmjzwDGEL38liyrDOqV1EIv82vDE4OG6UjQjwe3AWC5JWpR35Bl5x1fieQfh95H7vHtcqDb73RqlyqFz+ZHXWMr18CJYZm/rr1Eko3NPa7xDRFkxTn5qAr8n/zxyeHYPVPpcpcZUsCAkddgqnHPIIG5ZxRpxBa2O9JBt2BtIotnyrN2bhO00ordavcgAftqpg++n+XcJBVK2FjEoMED+9X/mE9HlSV2nvAVnEBLA2hYFY43gNwwyO2LerUBgqOI8vZ4nPBKVRX6QIBA4jf1mg7NOsxNmMGxeRuAMBuySWEFqSFDLyHK2Wp/Fq4eU9ZkJgIWrVO2zUKiSy0oq4CQ2BU34bmXr88cSTNTVGKh2apBhbSDiQGDmJKUEY4YoPRNF2K/fpr9T0nrEm56MfHA2+XqUH78xiYgBOgTt9zYOci3EvRECc0LnwFVpH9dEJB9VXkv7QSKD0p8nPmBQytlY9RsZQgqkCObJrnNBIDDcvDvbxdkjFiJHB2EXEpjAvyQVoovMzNzzXxhWdXnlV4SZQXys2RIdveTkPtaPQx3hlVFSJxgFGxU4mkALiI/X9ckb7l8RAaxQYl+bSvpKBPvjhQPVIctjtvo71/Da6T3OvDH/cAAjCTHW19uo/focp0twPravWtlALrXft4ZjlxXOJeE2pmEGw/TwWA9P8ssCTs5RA32eywktfrMFF9xehWM9Fi1yj/UrUDYnp9U6jIcWu7xV1cq/eC6OSnPBpBuGZzxpbeF9xctlKmBs2okwKzTdEA3YpCr6OfZbm2aByik5rVu+9q2n18amnmMfm8IrQ8kQNMU7jJwJ6fgOeDkpx6u8MFJ2vZSQlZjOE3f2t1ksr23/Lic5MaC41XQe9VNOXSFpd9cuR6At83RD3Cp6cB54+Ga3mfuy9dccvm8kuXoM3qQZeBkR72few2RyH2uAfJcadQGMrOshw/d2xtX/s4YXjWBAb8EY62g25g/3G3ohrlllP88K6mdL989rFhImLWW2GplsCB4hUfJOS+v/COKZPHj6d7Z0j56ztdyxN2NIpl2lZJrU+z2UM94/SNS3TjRqnlrEzR8q1EsCEfZEi7nMWd04hoeUeDY/36Wf7e3RIa7Yln8Na0uy6hNhsbSZ+ObKO0LCSiM8CbrAKH2aG7QtMVsPcplUDcD/5IX1f0+Jp+AEEWFIBQ5uMRhSltjGtvA43Lud0AkCXbGLAj30a0GpqsOoKmFLokmKMuTJ8NAcuANs/4MqPCrNGzRm5G5tMGFU/HhemBu/hGJmHQFd9+dEHZE3PinlQ4Ju7UHNKyB0lCX8XCL5nWgy6OzAgWkA1UIjMY6ani2T2AxisA8e0dPBDIaEbl8uFBGsVi9WbdjcvSAMI6SIBpsPNpKNDS/+wBQHa100LxOOH1RKELYguXzWgWXFivEViP7MLCd9wcWZji366GPKKinrwWzuYquuYVdfEyhgZjBNjgza7iqSbLPEcjOg7KAANQUEQE8SKSGUMOIZt2cLqD9O/vRg2oAphQ+T+2Njpq9WpiYOjSE5yMAX1+3aR31lk0i3mCJXqiXu1UQ2/w/vyu/20E5FpNMbpehjhWUMh/p8QXkzUr6zNIjif6AtydQIaTnHdp6P1wJwaRN4McVR3Q02xmX6waaKHUBaGJ6jWDefWDqcMONBwVFszfdYjTfltzAjMHmuZcgFBDITUKuIjpoioUdxa8SbQ0kKkT66PzIFPG04NAkIdYxMyy6vqy1t2mpamtJLWG4HwU+4yGBUa/R1/Qg+Run72Lv5duEOGbWFxJcPiv1V2tvQiJZVyx2ZNIb3hKzRT+TR1ia9YYRRMVB1Nr1plUAeVdb6CXUwmcAs3o5aZ+JiRI2SbM/JkZrgGUSxNa6LU2j2xWDz7g3NZ/t6wAN/4Zo1TeFMzVvEAj0WkR8WEKL7ccxJ/Y6bZLj+ZvLxn/i4Q5gCycV31J8e6uHXn39jM4/xneRJWe+OeQmWUb7DZkvJipRk+7s6tPHmFduNJ//NJNue+PuySnSWKHvGuUBI+cmyXLUZn53IkDz9GE9OUDlDA39iACtoXF9ybGNtBH/RwHCA9jawrLKSNuoTsdRrfr6QLazwdr9IQTJRc18foGfe7+1HMdFEs16XBh2pv7GBkzj+ZmK7LSTcangIC51IRbe4vMdH3Wa5scpo71oH9UNgCO4jJNCJAI9Q2fMriPgtZvLDKwZ6A/mMHXWNEWvcf1b5nUwK3HO/yFVkbwqPYwtk+sXYgxzCY5k7KZ1E8YCNARmI7/fbfZqa/qxdBTn5V+M4KMJW/iwph7VxZnoZwkgiTHA8mYIe8MfWBcnqgqWoLfkBb/SKmav0VW/3g5ntYjBphDGF2cNj589DI4eD8m1ZOMCpgo5JXzhHETyqrrz0XsyGnrs8Cfght/i2kFchRN2/u+cBie4KGBJ1Wu5EjYYOTNK7+AZSrWGspRZ0Hu5JEtTQbIrHMYkGNCNu1bA10Fagsc90VwjnLhiOQ56M8lScOleel5kTrL2KlvGKMENQNBnbC+WcZatEPdItebYkz8IpZxTWoAeeFkuHzqa2/OL+ISg2YGY2G3iTvgZOqM6OfZB4us1L67wIEJFpuYUSIq9fTQa9rwPa+2MZDdeFcfgI0VJH/ickNz3um7JwZSxahweqtDOzfzcea1OE5qc/8I0k05owQhLb39/PXJgEsOvqIgscsuNMuF+6wv2NLaIZ0PDzBQRXyN4ib5OKShNB9kbuXvFCLBE7Q3u7XpY63SZWnKglQN2yrIgKnJLxOJNgiCCHYO030KlIZmXxTwDqypRSt5uyVcAx/etwiURbOgRzgVdF2vYwgaXpKOOLya6OeZf7puThZVKtoGjRMPYnIBSPffG3F4ObG7M1kaKUPW3y9ADnSfJVM7QScVkiHl2gC75L6pHrckhnk4zAMpKb5kTjI+Eop/0uRgvFxc173VIumcDk79er1pqSGQ8x/Z9BfSKgRnWEujYcSfdEZQbAJ7Q84eVjIbm+prIIXcs1JPC9yXmrELzuRaz4ULHI20ztjKqfrK9zAksfisTJyIoEH1Opnn9d7ocIs6+c0ZsBZ6yUnH4LFhDIluRACRvuLmX+CMJiNnOmaGCIWn9RuENdWB/vXfU0fU3OReFafRUFj08Za6TffNOhECFCaYIjIxfwFgQVwlCqBf+kZiBx8TkGwcV6DxvTF2AtGEJq3bYaTXGnNKITxKhtbvHl/yFLuf4ObpMNZi1GY0trdHcuIusrokOvVoxDJsYRAIufy+I/krilvBrNlDHU87FexSfWlHPXLRDewoRA6sH+ciT8zJKUphae5Wk1eR9BBzGAoqbM0RGMpUsesAOtb3m/tnSTJFyLz8XfEEBG+eh/obY5SGGf1goS/Ov7wgNgX+OaBAeGe5wCk5esmqy8pm34tk2zt/l42iTcv2Rvq49szuUTxwwTjU7pWRRs8p3zoWV0blz5iVVXdTeM/3k10dx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<div class="col-md-10 message-container">
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<div class="col-md-2">
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<button type="button" class="btn btn-success" data-microsite-key="08817d15-f23f-458e-a123-1b422a6f2cc2" onclick="HigherLogic.Microsites.Ui.dropCookieNotification(this);">
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<div class="col-md-12">
<div id="HEADER" class="row">
<div class="col-md-12">
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try {
Typekit.load({
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<div id="MPimage" class="MPimage">
<div id="mainskiplinkholder" class="skiplinkholder"><a id="skiplink" href="#MPContentArea">Skip to main content (Press Enter).</a></div>
<div id="MPheader" class="MPheader">
<div class="row">
<div class="col-md-12">
<div class="pull-right">
<div class="inline">
<div class="HLWelcome HLWelcomeHeader">
<script type="text/javascript">
$(document).ready(function() {
$('.Picture_Profile').tipTip({
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toggleHelp();
$(".btn-group").find('button#BtnShowProfile').dropdown('toggle');
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<div class="EndDiv">
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<ul class="dropdown-menu">
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</li>
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<li><a href="/communities/topic-communities-list">All Communities</a></li>
<li><a href="/communities/mycommunities">My Communities</a></li>
<li><a href="/communities/allcommunities">View All Communities</a></li>
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<li><a href="/resources/education">Education Home</a></li>
<li><a href="/resources/live-webinars">Live Webinars</a></li>
<li><a href="/resources/interviews">Interviews</a></li>
<li><a href="/resources/videos">Videos</a></li>
<li><a href="/resources/podcasts">Podcasts</a></li>
<li><a href="/resources/glossary">Glossary</a></li>
<li><a href="/resources/blog">Blog</a></li>
<li><a href="/resources/events">Industry Conferences</a></li>
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<ul class="dropdown-menu">
<li><a href="/help/getting-started">Getting Started</a></li>
<li><a href="/help/code-of-conduct">Code of Conduct</a></li>
<li><a href="/help/about-community">About the Community</a></li>
<li><a href="/help/about-venminder">About Venminder</a></li>
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</li>
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<div id="ContentColumn" class="col-md-12">
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<h2 class="pull-left"> Critical Vendor </h2>
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<h4 class="list-group-item-heading">Anonymous Member<span class="daysago text-muted">2 days ago</span></h4>
<div class="list-group-item-text"><a href="#bm9e409011-84fe-49b9-b4b2-41dcac9ad8b7">This message was posted by a user wishing to remain anonymous Good Morning all,
I need the community's ...</a></div>
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<h4 class="list-group-item-heading">Anonymous Member<span class="daysago text-muted">2 days ago</span></h4>
<div class="list-group-item-text"><a href="#bm21713883-f09f-4610-bde0-018965545c87">This message was posted by a user wishing to remain anonymous Good afternoon,
Are those the only ...</a></div>
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<h4 class="list-group-item-heading">Anonymous Member<span class="daysago text-muted">2 days ago</span></h4>
<div class="list-group-item-text"><a href="#bm5c5034ee-7cd5-43c5-ae2d-01896a1f51dd">This message was posted by a user wishing to remain anonymous We use the same "impact focused" questions ...</a></div>
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<div class="col-md-12 messageContentColumn"> This message was posted by a user wishing to remain anonymous<br><br>
<p>Good Morning all,</p>
<p>I need the community's opinion on a vendor criticality.</p>
<p>We are a financial institution and one of our vendors <span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif"></span></p>
<p><span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif">I am trying to figure out if we should consider them a Critical vendor. We use a very similar definition as
Venminder. Which is:</span></p>
<ul class="critical-vendor-dialog-list">
<li>Suppose there was a significant third-party vendor failure. Would the sudden loss of this third party cause significant disruption to your business?</li>
<li>Would the sudden loss impact your organization's customers?</li>
<li>If the vendor service is disrupted, would there be a negative impact on your operations if the time to restore service took more than 24 hours?</li>
</ul>
<p class="MsoNormal">I want to know how other FI classify wire transfers, and why.</p>
<p class="MsoNormal">Thanks</p>
<p class="MsoNormal"><span style="font-family: "Arial", sans-serif"></span></p>
<p><span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif"></span></p>
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<div class="col-md-12 messageContentColumn"> This message was posted by a user wishing to remain anonymous<br><br>
<p>Good afternoon,</p>
<p>Are those the only questions you're asking to determine the criticality of a vendor? If so, it may help to add if that vendor will have access to non-public information and/or if that vendor will have
access to your customer/member data; Determine what level of your customer/member will this vendor have access to and what the cost of breach will be. Your organization will have to determine those metrics.
Another question you may want to incorporate is the annual cost with the vendor. </p>
<p>It was medium criticality for us initially, but after further discussion with our stakeholders and based on additional factors, we overrode the criticality to a high rating. This will also allow our
organization to initiate ongoing VDD on an annual basis. </p><br>
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<span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_1" class="well" style="display:none;">Original Message:<br>Sent: 07-17-2023 02:13 PM<br>From: Anonymous Member<br>Subject: Critical
Vendor<br><br>This message was posted by a user wishing to remain anonymous<br><br>
<p>Good Morning all,</p>
<p>I need the community's opinion on a vendor criticality.</p>
<p>We are a financial institution and one of our vendors <span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif"></span></p>
<p><span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif">I am trying to figure out if we should consider them a Critical vendor. We use a very similar definition as
Venminder. Which is:</span></p>
<ul class="critical-vendor-dialog-list">
<li>Suppose there was a significant third-party vendor failure. Would the sudden loss of this third party cause significant disruption to your business?</li>
<li>Would the sudden loss impact your organization's customers?</li>
<li>If the vendor service is disrupted, would there be a negative impact on your operations if the time to restore service took more than 24 hours?</li>
</ul>
<p class="MsoNormal">I want to know how other FI classify wire transfers, and why.</p>
<p class="MsoNormal">Thanks</p>
<p class="MsoNormal"><span style="font-family: "Arial", sans-serif"></span></p>
<p><span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif"></span></p>
<p class="MsoNormal"><span style="font-family: "Arial", sans-serif"></span></p>
<p></p>
</span>
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<span id="MainCopy_ctl07_ucMessageList_rptMessageList_MessageTitleLiteral_2" class="messagetitle">RE: Critical Vendor</span>
</h4>
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<div class="col-md-12 messageContentColumn"> This message was posted by a user wishing to remain anonymous<br><br>
<p>We use the same "impact focused" questions to determine criticality. </p>
<p>We do not rate wire transfers as critical. ACH would be an alternative for domestic transfers and our volume in international wire transfers is low - there wouldn't be a significant impact. </p>
<br>
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<span id="MainCopy_ctl07_ucMessageList_rptMessageList_SecondMessageLabel_2" class="well" style="display:none;">Original Message:<br>Sent: 07-17-2023 02:13 PM<br>From: Anonymous Member<br>Subject: Critical
Vendor<br><br>This message was posted by a user wishing to remain anonymous<br><br>
<p>Good Morning all,</p>
<p>I need the community's opinion on a vendor criticality.</p>
<p>We are a financial institution and one of our vendors <span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif"></span></p>
<p><span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif">I am trying to figure out if we should consider them a Critical vendor. We use a very similar definition as
Venminder. Which is:</span></p>
<ul class="critical-vendor-dialog-list">
<li>Suppose there was a significant third-party vendor failure. Would the sudden loss of this third party cause significant disruption to your business?</li>
<li>Would the sudden loss impact your organization's customers?</li>
<li>If the vendor service is disrupted, would there be a negative impact on your operations if the time to restore service took more than 24 hours?</li>
</ul>
<p class="MsoNormal">I want to know how other FI classify wire transfers, and why.</p>
<p class="MsoNormal">Thanks</p>
<p class="MsoNormal"><span style="font-family: "Arial", sans-serif"></span></p>
<p><span style="font-size: 12.0pt; line-height: 107%; font-family: "Arial", sans-serif"></span></p>
<p class="MsoNormal"><span style="font-family: "Arial", sans-serif"></span></p>
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This website community uses cookies to enhance your experience. Continue to use the site as normal if you agree to the use of cookies. Please review our privacy policy to learn more. Learn more OK Skip to main content (Press Enter). Login / Register Skip auxiliary navigation (Press Enter). * Contact * venminder Skip main navigation (Press Enter). Toggle navigation Search Options * * Home * Discussions * Latest * Unanswered * Communities * All Communities * My Communities * View All Communities * Education * Education Home * Live Webinars * Interviews * Videos * Podcasts * Glossary * Blog * Industry Conferences * Help * Getting Started * Code of Conduct * About the Community * About Venminder DUE DILIGENCE AND ONGOING MONITORING View Only * * Community Home * Discussion 1.4K * Library 91 * Members 2.6K Back to discussions Expand all | Collapse all sort by most recent sort by thread CRITICAL VENDOR ANONYMOUS MEMBER2 DAYS AGO This message was posted by a user wishing to remain anonymous Good Morning all, I need the community's ... ANONYMOUS MEMBER2 DAYS AGO This message was posted by a user wishing to remain anonymous Good afternoon, Are those the only ... ANONYMOUS MEMBER2 DAYS AGO This message was posted by a user wishing to remain anonymous We use the same "impact focused" questions ... * 1. CRITICAL VENDOR 0 Like This message was posted by a user wishing to remain anonymous Posted 2 days ago Options Dropdown This message was posted by a user wishing to remain anonymous Good Morning all, I need the community's opinion on a vendor criticality. We are a financial institution and one of our vendors I am trying to figure out if we should consider them a Critical vendor. We use a very similar definition as Venminder. Which is: * Suppose there was a significant third-party vendor failure. Would the sudden loss of this third party cause significant disruption to your business? * Would the sudden loss impact your organization's customers? * If the vendor service is disrupted, would there be a negative impact on your operations if the time to restore service took more than 24 hours? I want to know how other FI classify wire transfers, and why. Thanks * 2. RE: CRITICAL VENDOR 0 Like This message was posted by a user wishing to remain anonymous Posted 2 days ago Options Dropdown This message was posted by a user wishing to remain anonymous Good afternoon, Are those the only questions you're asking to determine the criticality of a vendor? If so, it may help to add if that vendor will have access to non-public information and/or if that vendor will have access to your customer/member data; Determine what level of your customer/member will this vendor have access to and what the cost of breach will be. Your organization will have to determine those metrics. Another question you may want to incorporate is the annual cost with the vendor. It was medium criticality for us initially, but after further discussion with our stakeholders and based on additional factors, we overrode the criticality to a high rating. This will also allow our organization to initiate ongoing VDD on an annual basis. Original Message Original Message: Sent: 07-17-2023 02:13 PM From: Anonymous Member Subject: Critical Vendor This message was posted by a user wishing to remain anonymous Good Morning all, I need the community's opinion on a vendor criticality. We are a financial institution and one of our vendors I am trying to figure out if we should consider them a Critical vendor. We use a very similar definition as Venminder. Which is: * Suppose there was a significant third-party vendor failure. Would the sudden loss of this third party cause significant disruption to your business? * Would the sudden loss impact your organization's customers? * If the vendor service is disrupted, would there be a negative impact on your operations if the time to restore service took more than 24 hours? I want to know how other FI classify wire transfers, and why. Thanks * 3. RE: CRITICAL VENDOR 0 Like This message was posted by a user wishing to remain anonymous Posted 2 days ago Options Dropdown This message was posted by a user wishing to remain anonymous We use the same "impact focused" questions to determine criticality. We do not rate wire transfers as critical. ACH would be an alternative for domestic transfers and our volume in international wire transfers is low - there wouldn't be a significant impact. Original Message Original Message: Sent: 07-17-2023 02:13 PM From: Anonymous Member Subject: Critical Vendor This message was posted by a user wishing to remain anonymous Good Morning all, I need the community's opinion on a vendor criticality. We are a financial institution and one of our vendors I am trying to figure out if we should consider them a Critical vendor. We use a very similar definition as Venminder. Which is: * Suppose there was a significant third-party vendor failure. Would the sudden loss of this third party cause significant disruption to your business? * Would the sudden loss impact your organization's customers? * If the vendor service is disrupted, would there be a negative impact on your operations if the time to restore service took more than 24 hours? I want to know how other FI classify wire transfers, and why. Thanks × NEW BEST ANSWER This thread already has a best answer. Would you like to mark this message as the new best answer? No * Home * Discussions * Latest * Unanswered * Communities * All Communities * My Communities * View All Communities * Education * Education Home * Live Webinars * Interviews * Videos * Podcasts * Glossary * Blog * Industry Conferences * Help * Getting Started * Code of Conduct * About the Community * About Venminder Privacy Policy | Contact Us | Code of Conduct Copyright© 2023 Third Party ThinkTank. 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